The Economic Cost of Frailty
|
|
- Ashlyn Fox
- 5 years ago
- Views:
Transcription
1 The Economic Cost of Frailty Ambulatory Care Costs Assessment using French Data Nicolas Sirven (Ph.D), Thomas Rapp (Ph.D) LIRAES (EA 4470) & Chaire AGEINOMIX Université Paris Descartes Sorbonne- Paris- Cité Séminaire de recherche MODAPA 11 janvier 2016, Ecole d économie de Paris
2 IntroducTon Popula;on ageing and Health Care Expend. (HCE) Age & Time- to- death = Red Herring HCE = f (health = chronic, functonal limitatons, frailty, ) Frailty predicts independent adverse health outcomes Frailty is assumed increase HC demand H1: Frailty as a consequence of medical treatment o Weakened health a]er heavy treatment (cancer ) o Shortened hospital stays (actvity- based funding hospitals) H2: Frailty as perceived health & undiagnosed conditon
3 IntroducTon Popula;on ageing and Health Care Expend. (HCE) Age & Time- to- death = Red Herring HCE = f (health = chronic, functonal limitatons, frailty, ) Frailty predicts independent adverse health outcomes Frailty is assumed increase HC demand H1: Frailty as a consequence of medical treatment o Weakened health a]er heavy treatment (cancer ) o Shortened hospital stays (actvity- based funding hospitals) H2: Frailty as perceived health & undiagnosed conditon Source : Fried et al, 2001.
4 IntroducTon Popula;on ageing and Health Care Expend. (HCE) Age & Time- to- death = Red Herring HCE = f (health = chronic, functonal limitatons, frailty, ) Frailty predicts independent adverse health outcomes Frailty is assumed to increase HC demand H1: Frailty as a consequence of medical treatment o Weakened health a]er heavy treatment (cancer ) o Shortened hospital stays (actvity- based funding hospitals) H2: Frailty as perceived health & undiagnosed conditon
5 How Much Does Frailty Contribute to HCE? Needed to define priority to actons for healthy aging Despite the interest, scarce evidence in Europe o Frail elders have larger primary care consumptons o But, the cost of frailty has not been assessed à lack of data! A Unique Dataset at Hand IntroducTon ESPS Survey from o Health, Social, and Economic QuesTonnaire o Frailty Module in 2012 (Fried s Phenotype) Matched with AdministraTve records o NaTonal Health Insurance Claims o Ambulatory Care (GP+SP visits, Drugs, ER without hospital stays) o LTC and Hospital care recorded through alternatve informaton system
6 IntroducTon How Much Does Frailty Contribute to HCE? Needed to define priority to actons for healthy aging Despite the interest, scarce evidence in Europe o Frail elders have larger primary care consumptons o But, the cost of frailty has not been assessed à lack of data! Assessment Based on a Unique Dataset! ESPS General PopulaTon Survey o Health, Social, and Economic QuesTonnaire o Frailty Module in 2012 (Fried s Phenotype) Matched with AdministraTve records o NaTonal Health Insurance Claims o Ambulatory Care (GP+SP visits, Drugs, ER without hospital stays) o LTC and Hospital care recorded through alternatve informaton system
7 IntroducTon How Much Does Frailty Contribute to HCE? Needed to define priority to actons for healthy aging Despite the interest, scarce evidence in Europe o Frail elders have larger primary care consumptons o But, the cost of frailty has not been assessed à lack of data! Assessment Based on a Unique Dataset! ESPS General PopulaTon Survey o Health, Social, and Economic QuesTonnaire o Frailty Module in 2012 (Fried s Phenotype) Matched with AdministraTve records o NaTonal Health Insurance Claims o Ambulatory Care (GP+SP visits, Drugs, ER without hospital stays) o LTC and Hospital care recorded through alternatve informaton system
8 Main Explana;ve Variable A frailty module o Self- reported questons on five dimensions o Slowness, shrinking, exhauston, weakness, and low physical actvity o Frailty Phenotype: (0) Robust (1-2) Pre- frail (3-5) Frail Other Drivers of HCE Data Health covariates o Chronic conditons (14 diag.) + ADL LimitaTons o Time- to- death (last year of life death in 2013) o MCA Health index (SRH, mental health LT illness, limitatons, etc.) Individual Controls o Complementary Health Insurance, Time- preference, Risk- aversion o Socio- Demo (age, sex, marital status) o NS: income, financial diff. over the life- course, educaton, social capital
9 Main Explana;ve Variable A frailty module o Self- reported questons on five dimensions o Slowness, shrinking, exhauston, weakness, and low physical actvity 40 o Frailty Phenotype: (0) Robust (1-2) Pre- frail (3-5) Frail Other Drivers of HCE Health covariates o Chronic conditons (14 diag.) + ADL LimitaTons o Time- to- death (last year of life death in 2013) 10 o MCA Health index (SRH, mental health LT illness, limitatons, etc.) Individual Controls Data Distribution of Frailty Phenotype France 2012 Respondents 65+ in the community Percent of the Population o Complementary Health Insurance, Time- preference, Risk- aversion o Socio- Demo (age, sex, marital status) Nb of Frailty Characteristics o NS: income, financial diff. over the life- course, educaton, social capital Men Women Source: IRDES - ESPS Survey Note: Individual weights applied.
10 Main Explana;ve Variable A frailty module o Self- reported questons on five dimensions o Slowness, shrinking, exhauston, weakness, and low physical actvity o Frailty Phenotype: (0) Robust (1-2) Pre- frail (3-5) Frail Other Drivers of HCE Data Health covariates o Chronic conditons (14 reported diag.) + ADL LimitaTons (5 items) o Time- to- death (last year of life death in 2013) o MCA Health index (SRH, mental health, LT illness, limitatons, etc.) Individual Controls o Complementary Health Insurance, Time- preference, Risk- aversion o Socio- Demo (age, sex, marital status) o NS: income, financial diff. over the life- course, educaton, social capital
11 Main Explana;ve Variable A frailty module o Self- reported questons on five dimensions o Slowness, shrinking, exhauston, weakness, and low physical actvity o Frailty Phenotype: (0) Robust (1-2) Pre- frail (3-5) Frail Other Drivers of HCE Data Health covariates o Chronic conditons (14 reported diag.) + ADL LimitaTons (5 items) o Time- to- death (last year of life death in 2013) o MCA Health index (SRH, mental health, LT illness, limitatons, etc.) Individual Controls o Complementary Health Insurance, Time- preference, Risk- aversion o Socio- Demo (age, sex, marital status) o NS: income, financial diff. over the life- course, educaton, social capital
12 Health Care Expenditures & Prevalence of Frailty by Age Class France 2012 Ambulatory Care Frailty phenotype: Robust Pre-frail Frail Population 60% 50% 40% 30% 20% 10% 0% Median Expenditures in Age class Source: IRDES ESPS Survey 2012 & National Health Insurance data. Note: Individual weights applied.
13 Health Care Expenditures Total Ambulatory Costs in France Frailty phenotype: Robust Pre-frail Frail Density Log scale Source: IRDES ESPS Survey 2012 & National Health Insurance data. Note: Respondents aged 65 or more.
14 Health Care Expenditures Total Ambulatory Costs in France Frailty phenotype: Robust Pre-frail Frail 0.5 Density Only 1.8% of the sample has no recorded HCE (24 observatons) Log scale Source: IRDES ESPS Survey 2012 & National Health Insurance data. Note: Respondents aged 65 or more.
15 Methods Es;ma;on using GLM E(Y i X i = x i ) = µ i = f (x i β) = g 1 (x i β) o More accurate No Re- transformaton is required o Great Flexibility in the choice of g(.) and V(.) o Valid assumptons are essental Popular choice is log- gamma model o Link tests: Goodness- of- Fit tests for models comparison o Variance test: Modified Park Test Model specificaton o RelaTve contributon of all health covariates (best set of health controls) o Models comparison with and without Frailty (LR- Test) Robustness checks using semi- parametric GLM (EEE) Parameters estmates provide guidance for o Link functon: Power (box- cox) vs. Log. o Variance: Power vs. QuadraTc
16 Methods Es;ma;on using GLM E(Y i X i = x i ) = µ i = f (x i β) = g 1 (x i β) o More accurate No Re- transformaton is required o Great Flexibility in the choice of g(.) and V(.) o Valid assumptons are essental Popular choice is log- gamma model o Link tests: Goodness- of- Fit tests for models comparison o Variance test: Modified Park Test Model specificaton o RelaTve contributon of all health covariates (best set of health controls) o Models comparison with and without Frailty (LR- Test) Robustness checks using semi- parametric GLM (EEE) Parameters estmates provide guidance for o Link functon: Power (box- cox) vs. Log. o Variance: Power vs. QuadraTc
17 Results Dep. Var. is Individual Ambulatory Expenditures Model (1) Model (2) Model (3) Model (4) without with without with without with without with frailty frailty frailty frailty frailty frailty frailty frailty Age 23.44* * * Female Married/Living as a couple * ** * Compl. health insur * * Time preference * * * Risk seeking *** ** *** ** Nb. Chronic illnesses *** *** *** *** Nb. ADL Limitations *** *** *** *** Robust Ref. Ref. Ref. Ref. Pre-Frail *** *** *** *** (194.82) (193.59) (171.04) (171.17) Frail *** *** *** *** (441.30) (371.76) (423.90) (417.52) Distance to death (months) *** *** *** *** Bad Health (MCA score) *** *** *** *** N Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) LR-Test (H0: Without Frailty) VIF Kappa (condit. number) Legend: * p<0.1, ** p<0.05, *** p<0.01. Individual sampling weights applied.
18 Results Dep. Var. is Individual Ambulatory Expenditures Model (1) Model (2) Model (3) Model (4) without with without with without with without with frailty frailty frailty frailty frailty frailty frailty frailty Age 23.44* * * Female Married/Living as a couple * ** * Compl. health insur * * Time preference * * * Risk seeking *** ** *** ** Nb. Chronic illnesses *** *** *** *** Nb. ADL Limitations *** *** *** *** Robust Ref. Ref. Ref. Ref. Pre-Frail *** *** *** *** (194.82) (193.59) (171.04) (171.17) Frail *** *** *** *** (441.30) (371.76) (423.90) (417.52) Distance to death (months) *** *** *** *** Bad Health (MCA score) *** *** *** *** N Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) LR-Test (H0: Without Frailty) VIF Kappa (condit. number) Legend: * p<0.1, ** p<0.05, *** p<0.01. Individual sampling weights applied.
19 Results Dep. Var. is Individual Ambulatory Expenditures Model (1) Model (2) Model (3) Model (4) without with without with without with without with frailty frailty frailty frailty frailty frailty frailty frailty Age 23.44* * * Female Married/Living as a couple * ** * Compl. health insur * * Time preference * * * Risk seeking *** ** *** ** Nb. Chronic illnesses *** *** *** *** Nb. ADL Limitations *** *** *** *** Robust Ref. Ref. Ref. Ref. Pre-Frail *** *** *** *** (194.82) (193.59) (171.04) (171.17) Frail *** *** *** *** (441.30) (371.76) (423.90) (417.52) Distance to death (months) *** *** *** *** Bad Health (MCA score) *** *** *** *** N Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) LR-Test (H0: Without Frailty) VIF Kappa (condit. number) Legend: * p<0.1, ** p<0.05, *** p<0.01. Individual sampling weights applied.
20 Results Dep. Var. is Individual Ambulatory Expenditures Model (1) Model (2) Model (3) Model (4) without with without with without with without with frailty frailty frailty frailty frailty frailty frailty frailty Age 23.44* * * Female Married/Living as a couple * ** * Compl. health insur * * Time preference * * * Risk seeking *** ** *** ** Nb. Chronic illnesses *** *** *** *** Nb. ADL Limitations *** *** *** *** Robust Ref. Ref. Ref. Ref. Pre-Frail *** *** *** *** (194.82) (193.59) (171.04) (171.17) Frail *** *** *** *** (441.30) (371.76) (423.90) (417.52) Distance to death (months) *** *** *** *** Bad Health (MCA score) *** *** *** *** N Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) LR-Test (H0: Without Frailty) VIF Kappa (condit. number) Legend: * p<0.1, ** p<0.05, *** p<0.01. Individual sampling weights applied.
21 Results Dep. Var. is Individual Ambulatory Expenditures Model (1) Model (2) Model (3) Model (4) without with without with without with without with frailty frailty frailty frailty frailty frailty frailty frailty Age 23.44* * * Female Married/Living as a couple * ** * Compl. health insur * * Time preference * * * Risk seeking *** ** *** ** Nb. Chronic illnesses *** *** *** *** Nb. ADL Limitations *** *** *** *** Robust Ref. Ref. Ref. Ref. Pre-Frail *** *** *** *** (194.82) (193.59) (171.04) (171.17) Frail *** *** *** *** (441.30) (371.76) (423.90) (417.52) Time-to-death (months) *** *** *** *** Bad Health (MCA score) *** *** *** *** N Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) LR-Test (H0: Without Frailty) VIF Kappa (condit. number) Legend: * p<0.1, ** p<0.05, *** p<0.01. Individual sampling weights applied.
22 Results Dep. Var. is Individual Ambulatory Expenditures Model (1) Model (2) Model (3) Model (4) without with without with without with without with frailty frailty frailty frailty frailty frailty frailty frailty Age 23.44* * * Female Married/Living as a couple * ** * Compl. health insur * * Time preference * * * Risk seeking *** ** *** ** Nb. Chronic illnesses *** *** *** *** Nb. ADL Limitations *** *** *** *** Robust Ref. Ref. Ref. Ref. Pre-Frail *** *** *** *** (194.82) (193.59) (171.04) (171.17) Frail *** *** *** *** (441.30) (371.76) (423.90) (417.52) Time-to-death (months) *** *** *** *** Bad Health (MCA score) *** *** *** *** N Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) LR-Test (H0: Without Frailty) VIF Kappa (condit. number) Legend: * p<0.1, ** p<0.05, *** p<0.01. Individual sampling weights applied.
23 Results Dep. Var. is Individual Ambulatory Expenditures Model (1) Model (2) Model (3) Model (4) without with without with without with without with frailty frailty frailty frailty frailty frailty frailty frailty Age 23.44* * * Female Married/Living as a couple * ** * Compl. health insur * * Time preference * * * Risk seeking *** ** *** ** Nb. Chronic illnesses *** *** *** *** Nb. ADL Limitations *** *** *** *** Robust Ref. Ref. Ref. Ref. Pre-Frail *** *** *** *** (194.82) (193.59) (171.04) (171.17) Frail *** *** *** *** (441.30) (371.76) (423.90) (417.52) Time-to-death (months) *** *** *** *** Bad Health (MCA score) *** *** *** *** N Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) LR-Test (H0: Without Frailty) VIF Kappa (condit. number) Legend: * p<0.1, ** p<0.05, *** p<0.01. Individual sampling weights applied.
24 Results Dep. Var. is Individual Ambulatory Expenditures Model (1) Model (2) Model (3) Model (4) without with without with without with without with frailty frailty frailty frailty frailty frailty frailty frailty Age 23.44* * * Female Married/Living as a couple * ** * Compl. health insur * * Time preference * * * Risk seeking *** ** *** ** Nb. Chronic illnesses *** *** *** *** Nb. ADL Limitations *** *** *** *** Robust Ref. Ref. Ref. Ref. Pre-Frail *** *** *** *** (194.82) (193.59) (171.04) (171.17) Frail *** *** *** *** (441.30) (371.76) (423.90) (417.52) Time-to-death (months) *** *** *** *** Bad Health (MCA score) *** *** *** *** N Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) LR-Test (H0: Without Frailty) VIF Kappa (condit. number) Legend: * p<0.1, ** p<0.05, *** p<0.01. Individual sampling weights applied.
25 Results Dep. Var. is Individual Ambulatory Expenditures Model (1) Model (2) Model (3) Model (4) without with without with without with without with frailty frailty frailty frailty frailty frailty frailty frailty Age 23.44* * * Female Married/Living as a couple * ** * Compl. health insur * * Time preference * * * Risk seeking *** ** *** ** Nb. Chronic illnesses *** *** *** *** Nb. ADL Limitations *** *** *** *** Robust Ref. Ref. Ref. Ref. Pre-Frail *** *** *** *** (194.82) (193.59) (171.04) (171.17) Frail *** *** *** *** (441.30) (371.76) (423.90) (417.52) Time-to-death (months) *** *** *** *** Bad Health (MCA score) *** *** *** *** N Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) LR-Test (H0: Without Frailty) VIF Kappa (condit. number) Legend: * p<0.1, ** p<0.05, *** p<0.01. Individual sampling weights applied.
26 Results Dep. Var. is Individual Ambulatory Expenditures Model (1) Model (2) Model (3) Model (4) without with without with without with without with frailty frailty frailty frailty frailty frailty frailty frailty Age 23.44* * * Female Married/Living as a couple * ** * Compl. health insur * * Time preference * * * Risk seeking *** ** *** ** Nb. Chronic illnesses *** *** *** *** Nb. ADL Limitations *** *** *** *** Robust Ref. Ref. Ref. Ref. Pre-Frail *** *** *** *** (194.82) (193.59) (171.04) (171.17) Frail *** *** *** *** (441.30) (371.76) (423.90) (417.52) Time-to-death (months) *** *** *** *** Bad Health (MCA score) *** *** *** *** N Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) LR-Test (H0: Without Frailty) VIF Kappa (condit. number) Legend: * p<0.1, ** p<0.05, *** p<0.01. Individual sampling weights applied.
27 Results Dep. Var. is Individual Ambulatory Expenditures Model (1) Model (2) Model (3) Model (4) without with without with without with without with frailty frailty frailty frailty frailty frailty frailty frailty Age 23.44* * * Female Married/Living as a couple * ** * Compl. health insur * * Time preference * * * Risk seeking *** ** *** ** Nb. Chronic illnesses *** *** *** *** Nb. ADL Limitations *** *** *** *** Robust Ref. Ref. Ref. Ref. Pre-Frail *** *** *** *** (194.82) (193.59) (171.04) (171.17) Frail *** *** *** *** (441.30) (371.76) (423.90) (417.52) Time-to-death (months) *** *** *** *** Bad Health (MCA score) *** *** *** *** N Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) LR-Test (H0: Without Frailty) VIF Kappa (condit. number) Legend: * p<0.1, ** p<0.05, *** p<0.01. Individual sampling weights applied.
28 Results Dep. Var. is Individual Ambulatory Expenditures Model (1) Model (2) Model (3) Model (4) without with without with without with without with frailty frailty frailty frailty frailty frailty frailty frailty Age 23.44* * * Female Married/Living as a couple * ** * Compl. health insur * * Time preference * * * Risk seeking *** ** *** ** Nb. Chronic illnesses *** *** *** *** Nb. ADL Limitations *** *** *** *** Robust Ref. Ref. Ref. Ref. Pre-Frail *** *** *** *** (194.82) (193.59) (171.04) (171.17) Frail *** *** *** *** (441.30) (371.76) (423.90) (417.52) Time-to-death (months) *** *** *** *** Bad Health (MCA score) *** *** *** *** N Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) LR-Test (H0: Without Frailty) VIF Kappa (condit. number) Legend: * p<0.1, ** p<0.05, *** p<0.01. Individual sampling weights applied.
29 Results Dep. Var. is Individual Ambulatory Expenditures Model (1) Model (2) Model (3) Model (4) without with without with without with without with frailty frailty frailty frailty frailty frailty frailty frailty Age 23.44* * * Female Married/Living as a couple * ** * Compl. health insur * * Time preference * * * Risk seeking *** ** *** ** Nb. Chronic illnesses *** *** *** *** Nb. ADL Limitations *** *** *** *** Robust Ref. Ref. Ref. Ref. Pre-Frail *** *** *** *** (194.82) (193.59) (171.04) (171.17) Frail *** *** *** *** (441.30) (371.76) (423.90) (417.52) Time-to-death (months) *** *** *** *** Bad Health (MCA score) *** *** *** *** N Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) LR-Test (H0: Without Frailty) VIF Kappa (condit. number) Legend: * p<0.1, ** p<0.05, *** p<0.01. Individual sampling weights applied.
30 Results Dep. Var. is Individual Ambulatory Expenditures Model (1) Model (2) Model (3) Model (4) without with without with without with without with frailty frailty frailty frailty frailty frailty frailty frailty Age 23.44* * * Female Married/Living as a couple * ** * Compl. health insur * * Time preference * * * Risk seeking *** ** *** ** Nb. Chronic illnesses *** *** *** *** Nb. ADL Limitations *** *** *** *** Robust Ref. Ref. Ref. Ref. Pre-Frail *** *** *** *** (194.82) (193.59) (171.04) (171.17) Frail *** *** *** *** (441.30) (371.76) (423.90) (417.52) Time-to-death (months) *** *** *** *** Bad Health (MCA score) *** *** *** *** N Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) LR-Test (H0: Without Frailty) VIF Kappa (condit. number) Legend: * p<0.1, ** p<0.05, *** p<0.01. Individual sampling weights applied.
31 Robustness checks Conditional mean E(Y i X i = x i ) = µ i = f (x i β) = g 1 (x i β) Link function g(.) = (µ i λ 1) / λ log(µ i ) Variance distribution Power: V(µ i ) = θ1 µ i θ 2 Quadratic: V(µ i ) = θ1 µ i + θ 2µ i 2 Gamma: V(µ i ) = µ i 2 Model Name -4BII- EEE with Power variance -4BIII- EEE with Quadratic variance -4B- Reference model: GLM Log-Gamma Link & variance parameters Semi-parametric estimation Estimate p-val (1) Estimate p-val (1) w. Power variance Fixed parameters w. Quadratic variance λ θ θ Goodness-of-fit P-value P-value P-value Link function tests Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) Variance function test Park (H0: Gamma) N. Obs Legend: * p<0.1, ** p<0.05, *** p<0.01. Note: (1) Test of H0: Estimated value in Models 4BII & 4BIII equals the corresponding fixed value in Model 4B. (2) Dependent variable (y i ) is individual ambulatory care expenditures in 2012 in France for individuals aged 65+. Individual survey sample weights applied.
32 Robustness checks Conditional mean E(Y i X i = x i ) = µ i = f (x i β) = g 1 (x i β) Link function g(.) = (µ i λ 1) / λ log(µ i ) Variance distribution Power: V(µ i ) = θ1 µ i θ 2 Quadratic: V(µ i ) = θ1 µ i + θ 2µ i 2 Gamma: V(µ i ) = µ i 2 Model Name -4BII- EEE with Power variance -4BIII- EEE with Quadratic variance -4B- Reference model: GLM Log-Gamma Link & variance parameters Semi-parametric estimation Estimate p-val (1) Estimate p-val (1) w. Power variance Fixed parameters w. Quadratic variance λ θ θ Goodness-of-fit P-value P-value P-value Link function tests Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) Variance function test Park (H0: Gamma) N. Obs Legend: * p<0.1, ** p<0.05, *** p<0.01. Note: (1) Test of H0: Estimated value in Models 4BII & 4BIII equals the corresponding fixed value in Model 4B. (2) Dependent variable (y i ) is individual ambulatory care expenditures in 2012 in France for individuals aged 65+. Individual survey sample weights applied.
33 Robustness checks Conditional mean E(Y i X i = x i ) = µ i = f (x i β) = g 1 (x i β) Link function g(.) = (µ i λ 1) / λ log(µ i ) Variance distribution Power: V(µ i ) = θ1 µ i θ 2 Quadratic: V(µ i ) = θ1 µ i + θ 2µ i 2 Gamma: V(µ i ) = µ i 2 Model Name -4BII- EEE with Power variance -4BIII- EEE with Quadratic variance -4B- Reference model: GLM Log-Gamma Link & variance parameters Semi-parametric estimation Estimate p-val (1) Estimate p-val (1) w. Power variance Fixed parameters w. Quadratic variance λ θ θ Goodness-of-fit P-value P-value P-value Link function tests Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) Variance function test Park (H0: Gamma) N. Obs Legend: * p<0.1, ** p<0.05, *** p<0.01. Note: (1) Test of H0: Estimated value in Models 4BII & 4BIII equals the corresponding fixed value in Model 4B. (2) Dependent variable (y i ) is individual ambulatory care expenditures in 2012 in France for individuals aged 65+. Individual survey sample weights applied.
34 Robustness checks Conditional mean E(Y i X i = x i ) = µ i = f (x i β) = g 1 (x i β) Link function g(.) = (µ i λ 1) / λ log(µ i ) Variance distribution Power: V(µ i ) = θ1 µ i θ 2 Quadratic: V(µ i ) = θ1 µ i + θ 2µ i 2 Gamma: V(µ i ) = µ i 2 Model Name -4BII- EEE with Power variance -4BIII- EEE with Quadratic variance -4B- Reference model: GLM Log-Gamma Link & variance parameters Semi-parametric estimation Estimate p-val (1) Estimate p-val (1) w. Power variance Fixed parameters w. Quadratic variance λ θ θ Goodness-of-fit P-value P-value P-value Link function tests Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) Variance function test Park (H0: Gamma) N. Obs Legend: * p<0.1, ** p<0.05, *** p<0.01. Note: (1) Test of H0: Estimated value in Models 4BII & 4BIII equals the corresponding fixed value in Model 4B. (2) Dependent variable (y i ) is individual ambulatory care expenditures in 2012 in France for individuals aged 65+. Individual survey sample weights applied.
35 Robustness checks Conditional mean E(Y i X i = x i ) = µ i = f (x i β) = g 1 (x i β) Link function g(.) = (µ i λ 1) / λ log(µ i ) Variance distribution Power: V(µ i ) = θ1 µ i θ 2 Quadratic: V(µ i ) = θ1 µ i + θ 2µ i 2 Gamma: V(µ i ) = µ i 2 Model Name -4BII- EEE with Power variance -4BIII- EEE with Quadratic variance -4B- Reference model: GLM Log-Gamma Link & variance parameters Semi-parametric estimation Estimate p-val (1) Estimate p-val (1) w. Power variance Fixed parameters w. Quadratic variance λ θ θ Goodness-of-fit P-value P-value P-value Link function tests Pearson Copas Pregibon Hosmer & Lemeshow Deviance (square root) Variance function test Park (H0: Gamma) N. Obs Legend: * p<0.1, ** p<0.05, *** p<0.01. Note: (1) Test of H0: Estimated value in Models 4BII & 4BIII equals the corresponding fixed value in Model 4B. (2) Dependent variable (y i ) is individual ambulatory care expenditures in 2012 in France for individuals aged 65+. Individual survey sample weights applied.
36 Discussion What Is the Ambulatory Cost of Frailty? Let s keep in mind some rounded figures for 65+ Frailty is a progressive conditon: o Pre- frail o Frail What type of expenditures? What Does Frailty add to HCE Models? Helps reducing omiqed variable bias o Performs beqer than TTD o Provides satsfactorily model fit just with Chronic + ADL o Supports easy data producton à Holly Trinity What about the Hospital Costs of Frailty? Further research is going on
37 Discussion What Is the Ambulatory Cost of Frailty? Let s keep in mind some rounded figures for 65+ Frailty is a progressive conditon: o Pre- frail o Frail What type of expenditures? What Does Frailty add to HCE Models? Helps reducing omiqed variable bias o Performs beqer than TTD o Provides satsfactorily model fit just with Chronic + ADL o Supports easy data producton à Holly Trinity What about the Hospital Costs of Frailty? Further research is going on
38 Ambulatory Health Care Expenditures by Types of Care France Mean Expenditures in Robust Pre-frail Frail Practitionners Auxiliaries Biology Health Resources ER w/t Hospit. Source: IRDES ESPS Survey 2012 & National Health Insurance data. Note: Respondents aged 65 or more.
39 Ambulatory Health Care Expenditures by Types of Care France 2012 Mean Expenditures in Currently working on frailty and medicaton 0 Robust Pre-frail Frail Practitionners Auxiliaries Biology Health Resources ER w/t Hospit. Source: IRDES ESPS Survey 2012 & National Health Insurance data. Note: Respondents aged 65 or more.
40 Discussion What Is the Ambulatory Cost of Frailty? Let s keep in mind some rounded figures for 65+ Frailty is a progressive conditon: o Pre- frail o Frail What type of expenditures? What Does Frailty add to HCE Models? Helps reducing omiqed variable bias o Performs beqer than TTD o Provides satsfactorily model fit just with Chronic + ADL o Supports easy data producton à Holly Trinity What about the Hospital Costs of Frailty? Further research is going on
41 Discussion What Is the Ambulatory Cost of Frailty? Let s keep in mind some rounded figures for 65+ Frailty is a progressive conditon: o Pre- frail o Frail What type of expenditures? What Does Frailty add to HCE Models? Helps reducing omiqed variable bias o Performs beqer than TTD o Provides satsfactorily model fit just with Chronic + ADL o Supports easy data producton à Holly Trinity What about the Hospital Costs of Frailty? Further research is going on
42 What s Next? MCA Coordinates: Active 1 Active 0 Supplt. 1 hospnp FRAIL urg_amb tran psy Axis 2 visitgp1 neu visitsp1 maté chi renonce biol ane hosppr gas car aut prot PREFR phar biol rad orl end rhu dentist oph der ROBUS opti phar Axis 3
43 What s Next? MCA Coordinates: Active 1 Active 0 Supplt. 1 hospnp FRAIL urg_amb tran psy Hospital & Associated Ambulatory care Axis 2 visitgp1 neu visitsp1 maté chi renonce biol ane hosppr gas car aut prot PREFR phar biol rad orl end rhu dentist oph der ROBUS opti Independent Ambulatory care phar Axis 3
44 What s Next? MCA Coordinates: Active 1 Active 0 Supplt. 1 hospnp FRAIL urg_amb tran psy Hospital & Associated Ambulatory care Axis 2 Planned Care visitgp1 neu visitsp1 maté chi renonce biol ane hosppr gas car aut prot PREFR phar biol rad orl end rhu dentist oph der ROBUS opti Independent Ambulatory care phar Axis 3
45 What s Next? MCA Coordinates: Active 1 Active 0 Supplt. 1 Emergency Care hospnp FRAIL urg_amb tran psy Hospital & Associated Ambulatory care Axis 2 Planned Care visitgp1 neu visitsp1 maté chi renonce biol ane hosppr gas car aut prot PREFR phar biol rad orl end rhu dentist oph der ROBUS opti Independent Ambulatory care phar Axis 3
46 What s Next? At Least One Hospital Visit in 2012 France Frailty phenotype: Robust Pre-frail Frail Percent ER without Hosp. Emergency Hosp. Planned Hosp. Total Hosp. Source: IRDES ESPS Survey 2012 & National Health Insurance data. Note: Respondents aged 65 or more. Sampling weights applied.
47 What s Next? Health Care Expenditures Total Hospital Costs in France 2012 Frailty phenotype: Robust Pre-frail Frail Density Log scale Source: IRDES ESPS Survey 2012 & National Health Insurance data. Note: Respondents aged 65 or more.
48 Thank You! Corresponding Author
New evidence from SHARE data. J. Sicsic T. Rapp. Séminaire Modapa, 12 Avril 2018 PRELIMINARY DRAFT. LIRAES, Université Paris Descartes
New evidence from SHARE data J Sicsic LIRAES, Université Paris Descartes Séminaire Modapa, 12 Avril 2018 PRELIMINARY DRAFT 1/ 29 Motivations Steady rise of health care expenditures (HCE) in GDP concerns
More informationThe determinants of blood donation in France. María Errea (UPNA) Nicolas Sirven (IRDES, Université Paris Descartes) Thierry Rochereau (IRDES, LIRAES)
The determinants of blood donation in France María Errea (UPNA) Nicolas Sirven (IRDES, Université Paris Descartes) Thierry Rochereau (IRDES, LIRAES) Outline Validity of ESPS 2012 data Determinants of blood
More informationSocial Inequalities in Self-Reported Health in the Ukrainian Working-age Population: Finding from the ESS
Social Inequalities in Self-Reported Health in the Ukrainian Working-age Population: Finding from the ESS Iryna Mazhak, PhD., a fellow at Aarhus Institute of Advanced Studies Contact: irynamazhak@aias.au.dk
More informationMotivation Empirical models Data and methodology Results Discussion. University of York. University of York
Healthcare Cost Regressions: Going Beyond the Mean to Estimate the Full Distribution A. M. Jones 1 J. Lomas 2 N. Rice 1,2 1 Department of Economics and Related Studies University of York 2 Centre for Health
More informationHow to sell a condom? The Impact of Demand Creation Tools on Male and Female Condom Sales in Resource Limited Settings
How to sell a condom? The Impact of Demand Creation Tools on Male and Female Condom Sales in Resource Limited Settings Fern Terris-Prestholt 1 & Frank Windmeijer 2 Fern.Terris-Prestholt@LSHTM.AC.UK 1 London
More informationCorrelates of depressive symptoms among older Filipinos : evidence from panel data. Josefina N. Natividad University of the Philippines
Correlates of depressive symptoms among older Filipinos : evidence from panel data Josefina N. Natividad University of the Philippines Why study depression? because it is one of the most common forms of
More informationMedia, Discussion and Attitudes Technical Appendix. 6 October 2015 BBC Media Action Andrea Scavo and Hana Rohan
Media, Discussion and Attitudes Technical Appendix 6 October 2015 BBC Media Action Andrea Scavo and Hana Rohan 1 Contents 1 BBC Media Action Programming and Conflict-Related Attitudes (Part 5a: Media and
More informationDo Danes and Italians rate life satisfaction in the same way?
Do Danes and Italians rate life satisfaction in the same way? Using vignettes to correct for individual-specific scale biases Viola Angelini 1 Danilo Cavapozzi 2 Luca Corazzini 2 Omar Paccagnella 2 1 University
More informationDaniel Boduszek University of Huddersfield
Daniel Boduszek University of Huddersfield d.boduszek@hud.ac.uk Introduction to Logistic Regression SPSS procedure of LR Interpretation of SPSS output Presenting results from LR Logistic regression is
More informationCancer survivorship and labor market attachments: Evidence from MEPS data
Cancer survivorship and labor market attachments: Evidence from 2008-2014 MEPS data University of Memphis, Department of Economics January 7, 2018 Presentation outline Motivation and previous literature
More informationPoisson regression. Dae-Jin Lee Basque Center for Applied Mathematics.
Dae-Jin Lee dlee@bcamath.org Basque Center for Applied Mathematics http://idaejin.github.io/bcam-courses/ D.-J. Lee (BCAM) Intro to GLM s with R GitHub: idaejin 1/40 Modeling count data Introduction Response
More informationAnalysis of Rheumatoid Arthritis Data using Logistic Regression and Penalized Approach
University of South Florida Scholar Commons Graduate Theses and Dissertations Graduate School November 2015 Analysis of Rheumatoid Arthritis Data using Logistic Regression and Penalized Approach Wei Chen
More informationNotes for laboratory session 2
Notes for laboratory session 2 Preliminaries Consider the ordinary least-squares (OLS) regression of alcohol (alcohol) and plasma retinol (retplasm). We do this with STATA as follows:. reg retplasm alcohol
More informationData Analysis in Practice-Based Research. Stephen Zyzanski, PhD Department of Family Medicine Case Western Reserve University School of Medicine
Data Analysis in Practice-Based Research Stephen Zyzanski, PhD Department of Family Medicine Case Western Reserve University School of Medicine Multilevel Data Statistical analyses that fail to recognize
More informationInequality and Happiness
Inequality and Happiness Claudia Biancotti and Giovanni D Alessio Bank of Italy, Economic Research Department Unequal results Theoretical work, field experiments and surveybased studies show that inequality
More informationIMPACT OF THE PRIMARY MARKET ON ECONOMIC GROWTH, PRODUCTIVITY AND ENTREPRENEURSHIP: A CROSS COUNTRY ANALYSIS
IMPACT OF THE PRIMARY MARKET ON ECONOMIC GROWTH, PRODUCTIVITY AND ENTREPRENEURSHIP: A CROSS COUNTRY ANALYSIS A THESIS SUBMITTED IN PARTIAL FULFILMENT OF THE REQUIREMENTS FOR THE FELLOW PROGRAMME IN MANAGEMENT
More informationRegression analysis of mortality with respect to seasonal influenza in Sweden
Regression analysis of mortality with respect to seasonal influenza in Sweden 1993-2010 Achilleas Tsoumanis Masteruppsats i matematisk statistik Master Thesis in Mathematical Statistics Masteruppsats 2010:6
More informationFlorida Arts & Wellbeing Indicators Executive Summary
Florida Arts & Wellbeing Indicators Executive Summary September 2018 The mission of the State of Florida Division of Cultural Affairs is to advance, support, and promote arts and culture to strengthen
More informationEthical questions about biomarkers of ageing the view of geriatrics
Ethical questions about biomarkers of ageing the view of geriatrics Biomarker of Ageing Halle 18.-20.09.2009 Manfred Gogol, M.D. Coppenbrügge Definition Biomarker of Ageing (BMA) are agents that allows
More informationModelling Spatially Correlated Survival Data for Individuals with Multiple Cancers
Modelling Spatially Correlated Survival Data for Individuals with Multiple Cancers Dipak K. Dey, Ulysses Diva and Sudipto Banerjee Department of Statistics University of Connecticut, Storrs. March 16,
More informationHow might a decision aid inform a real-world example? Hector S. Izurieta, MD, MPH (OBE/CBER/FDA) On behalf of the CBER-FDA/CMS/ACUMEN team
How might a decision aid inform a real-world example? Zostavax Vaccine Effectiveness and Duration of Effectiveness Project* Hector S. Izurieta, MD, MPH (OBE/CBER/FDA) On behalf of the CBER-FDA/CMS/ACUMEN
More informationFrailty and Aging Managing from a Community Perspective. Dr. John Puxty
Frailty and Aging Managing from a Community Perspective Dr. John Puxty puxtyj@providencecare.ca Presenter Disclosure No commercial support received or potential conflicts Learning Objectives The participant
More information12/30/2017. PSY 5102: Advanced Statistics for Psychological and Behavioral Research 2
PSY 5102: Advanced Statistics for Psychological and Behavioral Research 2 Selecting a statistical test Relationships among major statistical methods General Linear Model and multiple regression Special
More informationReducing health disparities: Health care reform must address issues raised by ageing populations
Reducing health disparities: Health care reform must address issues raised by ageing populations Jean Woo SH Ho Centre for Gerontology and Geriatrics Ageing populations: a Public Health success story with
More informationPrepared by: Assoc. Prof. Dr Bahaman Abu Samah Department of Professional Development and Continuing Education Faculty of Educational Studies
Prepared by: Assoc. Prof. Dr Bahaman Abu Samah Department of Professional Development and Continuing Education Faculty of Educational Studies Universiti Putra Malaysia Serdang At the end of this session,
More informationNAP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. Cairns State High School
NP Mate is a registered trademark of Mighty Minds Educational Systems Pty Ltd. airns State High School 1 Please note: any activity that is not completed during class time may be set for homework or undertaken
More informationMidterm STAT-UB.0003 Regression and Forecasting Models. I will not lie, cheat or steal to gain an academic advantage, or tolerate those who do.
Midterm STAT-UB.0003 Regression and Forecasting Models The exam is closed book and notes, with the following exception: you are allowed to bring one letter-sized page of notes into the exam (front and
More informationMeasures of Dispersion. Range. Variance. Standard deviation. Measures of Relationship. Range. Variance. Standard deviation.
Measures of Dispersion Range Variance Standard deviation Range The numerical difference between the highest and lowest scores in a distribution It describes the overall spread between the highest and lowest
More informationAIDS Research and Therapy. Open Access RESEARCH. Awoke Seyoum 1*, Principal Ndlovu 2 and Temesgen Zewotir 3
DOI 10.1186/s12981-016-0119-6 AIDS Research and Therapy RESEARCH Open Access Quasi Poisson versus negative binomial regression models in identifying factors affecting initial CD4 cell count change due
More informationUNIVERSITY of PENNSYLVANIA CIS 520: Machine Learning Midterm, 2016
UNIVERSITY of PENNSYLVANIA CIS 520: Machine Learning Midterm, 2016 Exam policy: This exam allows one one-page, two-sided cheat sheet; No other materials. Time: 80 minutes. Be sure to write your name and
More informationElderly patients with advanced frailty in the community: a qualitative study on their needs and experiences
13 th EAPC World Congress Palliative Care the right way forward Prague, May 30 June 2, 2013 Elderly patients with advanced frailty in the community: a qualitative study on their needs and experiences Gabriele
More informationDeterminants and Status of Vaccination in Bangladesh
Dhaka Univ. J. Sci. 60(): 47-5, 0 (January) Determinants and Status of Vaccination in Bangladesh Institute of Statistical Research and Training (ISRT), University of Dhaka, Dhaka-000, Bangladesh Received
More informationSGRQ Questionnaire assessing respiratory disease-specific quality of life. Questionnaire assessing general quality of life
SUPPLEMENTARY MATERIAL e-table 1: Outcomes studied in present analysis. Outcome Abbreviation Definition Nature of data, direction indicating adverse effect (continuous only) Clinical outcomes- subjective
More informationEstimating Medicaid Costs for Cardiovascular Disease: A Claims-based Approach
Estimating Medicaid Costs for Cardiovascular Disease: A Claims-based Approach Presented by Susan G. Haber, Sc.D 1 ; Boyd H. Gilman, Ph.D. 1 1 RTI International Presented at The 133rd Annual Meeting of
More informationChapter 2 Norms and Basic Statistics for Testing MULTIPLE CHOICE
Chapter 2 Norms and Basic Statistics for Testing MULTIPLE CHOICE 1. When you assert that it is improbable that the mean intelligence test score of a particular group is 100, you are using. a. descriptive
More informationBayesian hierarchical modelling
Bayesian hierarchical modelling Matthew Schofield Department of Mathematics and Statistics, University of Otago Bayesian hierarchical modelling Slide 1 What is a statistical model? A statistical model:
More informationSpatiotemporal models for disease incidence data: a case study
Spatiotemporal models for disease incidence data: a case study Erik A. Sauleau 1,2, Monica Musio 3, Nicole Augustin 4 1 Medicine Faculty, University of Strasbourg, France 2 Haut-Rhin Cancer Registry 3
More informationFrailty of Elderly People and the Consumption of Medications: Inappropriate Polypharmacy and Prescriptions
n 230 - February 2018 a UMR 1168, Inserm and University of Versailles St-Quentin-en-Yvelines. b Hôpital Sainte-Périne, Assistance publique- Hôpitaux de Paris. c Referent author: marie.herr@uvsq.fr d IRDES.
More informationHARRISON ASSESSMENTS DEBRIEF GUIDE 1. OVERVIEW OF HARRISON ASSESSMENT
HARRISON ASSESSMENTS HARRISON ASSESSMENTS DEBRIEF GUIDE 1. OVERVIEW OF HARRISON ASSESSMENT Have you put aside an hour and do you have a hard copy of your report? Get a quick take on their initial reactions
More informationGoal-setting for a healthier self: evidence from a weight loss challenge
Goal-setting for a healthier self: evidence from a weight loss challenge Séverine Toussaert (NYU) November 12, 2015 Goals as self-disciplining devices (1) 1. Goals are a key instrument of self-regulation.
More informationESS Workshop, The Hague, March
International variation in health care consumption in 16 European countries: National and individual drivers in the case of mild medical conditions. Ingmar Leijen, Vrije Universiteit Amsterdam Hester van
More information1 Introduction. st0020. The Stata Journal (2002) 2, Number 3, pp
The Stata Journal (22) 2, Number 3, pp. 28 289 Comparative assessment of three common algorithms for estimating the variance of the area under the nonparametric receiver operating characteristic curve
More informationModeling The Count Data Of Emergency Department Use Among The Chronically Homeless Adults
Yale University EliScholar A Digital Platform for Scholarly Publishing at Yale Public Health Theses School of Public Health January 2014 Modeling The Count Data Of Emergency Department Use Among The Chronically
More informationFrailty as deficit accumulation
Frailty as deficit accumulation Kenneth Rockwood MD, FRCPC, FRCP Division of Geriatric Medicine Dalhousie University & Capital District Health Authority Halifax, Canada Read it as: Rockwood K, Mitnitski
More informationFrailty Assessment: Simplifying the Complex
Frailty Assessment: Simplifying the Complex Natalie Sanders, DO Internal Medicine, Geriatrics Rocky Mountain Geriatrics Conference 2017 U N I V E R S I T Y O F U T A H H E A L T H, 2 0 1 7 OBJECTIVES Define
More information2. Scientific question: Determine whether there is a difference between boys and girls with respect to the distance and its change over time.
LDA lab Feb, 11 th, 2002 1 1. Objective:analyzing dental data using ordinary least square (OLS) and Generalized Least Square(GLS) in STATA. 2. Scientific question: Determine whether there is a difference
More informationChronic Conditions The need for a comprehensive public health approach
Chronic Conditions The need for a comprehensive public health approach Olga McDaid PhD Scholar HRB PhD Programme for Health Services Research, Trinity College Dublin Supervisors Prof. Charles Normand,
More informationPsychTests.com advancing psychology and technology
PsychTests.com advancing psychology and technology tel 514.745.8272 fax 514.745.6242 CP Normandie PO Box 26067 l Montreal, Quebec l H3M 3E8 contact@psychtests.com Psychometric Report Emotional Intelligence
More informationHEALTH CARE EXPENDITURES ASSOCIATED WITH PERSISTENT EMERGENCY DEPARTMENT USE: A MULTI-STATE ANALYSIS OF MEDICAID BENEFICIARIES
HEALTH CARE EXPENDITURES ASSOCIATED WITH PERSISTENT EMERGENCY DEPARTMENT USE: A MULTI-STATE ANALYSIS OF MEDICAID BENEFICIARIES Presented by Parul Agarwal, PhD MPH 1,2 Thomas K Bias, PhD 3 Usha Sambamoorthi,
More informationECON Microeconomics III
ECON 7130 - Microeconomics III Spring 2016 Notes for Lecture #5 Today: Difference-in-Differences (DD) Estimators Difference-in-Difference-in-Differences (DDD) Estimators (Triple Difference) Difference-in-Difference
More informationThe OECD Guidelines on Subjective Well-Being
The OECD Guidelines on Subjective Well-Being Marco Mira d Ercole OECD Statistics Directorate Subjective Well-Being: Its Measurement and Use in Public Policies and Decision-Making in Mexico and Latin America,
More informationChapter 13 Estimating the Modified Odds Ratio
Chapter 13 Estimating the Modified Odds Ratio Modified odds ratio vis-à-vis modified mean difference To a large extent, this chapter replicates the content of Chapter 10 (Estimating the modified mean difference),
More informationPLS structural Equation Modeling for Customer Satisfaction -Methodological and Application Issues-
PLS structural Equation Modeling for Customer Satisfaction -Methodological and Application Issues- Kai Kristensen, J. Eskildsen, H.J. Juhl, P. Østergaard Centre for Corporate Performance The Aarhus School
More informationHuman population sub-structure and genetic association studies
Human population sub-structure and genetic association studies Stephanie A. Santorico, Ph.D. Department of Mathematical & Statistical Sciences Stephanie.Santorico@ucdenver.edu Global Similarity Map from
More informationFrailty in Older Adults
Frailty in Older Adults John Puxty puxtyj@providencecare Geriatrics 20/20: Bringing Current Issues into Perspective Session Overview Definition of Frailty Strategies for identifying frail older adults
More informationBowling Green State University. Louisa Ha Bowling Green State University - Main Campus,
Bowling Green State University ScholarWorks@BGSU Media and Communications Faculty Publications Media and Communication, School of 2012 Parents and Professionals' Autism Information Environment Assessment,
More informationNon-parametric methods for linkage analysis
BIOSTT516 Statistical Methods in Genetic Epidemiology utumn 005 Non-parametric methods for linkage analysis To this point, we have discussed model-based linkage analyses. These require one to specify a
More informationAspiration Levels and Educational Choices. An experimental study
Aspiration Levels and Educational Choices An experimental study Lionel Page Louis Levy Garboua Claude Montmarquette October 2006 Westminster Business School, University of Westminster, 35 Marylebone Road,
More informationClinical Epidemiology of Frailty in HIV Infection. Joseph B. Margolick, MD, PhD Johns Hopkins Bloomberg School of Public Health
Clinical Epidemiology of Frailty in HIV Infection Joseph B. Margolick, MD, PhD Johns Hopkins Bloomberg School of Public Health HIV and Aging 4 Similarities between HIV and aging at the biological level
More informationFinal Exam - section 2. Thursday, December hours, 30 minutes
Econometrics, ECON312 San Francisco State University Michael Bar Fall 2011 Final Exam - section 2 Thursday, December 15 2 hours, 30 minutes Name: Instructions 1. This is closed book, closed notes exam.
More informationFrailty Ascertainment: Beginning of the pathway to treatment
Frailty Ascertainment: Beginning of the pathway to treatment Karen Bandeen-Roche, Ph.D. Johns Hopkins Older Americans Independence Center Introduction Whither frailty ascertainment? Geronmetrics a.k.a.:
More informationAnalysis of Vaccine Effects on Post-Infection Endpoints Biostat 578A Lecture 3
Analysis of Vaccine Effects on Post-Infection Endpoints Biostat 578A Lecture 3 Analysis of Vaccine Effects on Post-Infection Endpoints p.1/40 Data Collected in Phase IIb/III Vaccine Trial Longitudinal
More informationNature Neuroscience: doi: /nn Supplementary Figure 1. Task timeline for Solo and Info trials.
Supplementary Figure 1 Task timeline for Solo and Info trials. Each trial started with a New Round screen. Participants made a series of choices between two gambles, one of which was objectively riskier
More informationAnalyzing diastolic and systolic blood pressure individually or jointly?
Analyzing diastolic and systolic blood pressure individually or jointly? Chenglin Ye a, Gary Foster a, Lisa Dolovich b, Lehana Thabane a,c a. Department of Clinical Epidemiology and Biostatistics, McMaster
More informationExposure to potentially inappropriate medications among long-term care residents with cognitive impairment in Ontario:
Exposure to potentially inappropriate medications among long-term care residents with cognitive impairment in Ontario: Is there an association with frailty? Laura Maclagan, Jun Guan, Sima Gandhi, Colleen
More informationFRAILTY SCREENING & EMERGENCY DEPARTMENT: Update
FRAILTY SCREENING & EMERGENCY DEPARTMENT: CYRILLE LAUNAY, MD, PHD DEPARTMENT OF MEDICINE UNIVERSITY HOSPITAL OF LAUSANNE MONTREAL, 2018/21/04 CONFLICTS OF INTEREST No potential conflicts of interest HOSPITAL
More informationImplementing frailty into clinical practice:
Implementing frailty into clinical practice: Why has frailty not been operationalized? As a disease/syndrome? As a health promotion/prevention strategy? Pr Bruno Vellas M.D, Ph.D Gérontopôle UMR INSERM
More informationIs Knowing Half the Battle? The Case of Health Screenings
Is Knowing Half the Battle? The Case of Health Screenings Hyuncheol Kim, Wilfredo Lim Columbia University May 2012 Abstract This paper provides empirical evidence on both outcomes and potential mechanisms
More informationThe Evolution of Health over the Life Cycle
The Evolution of Health over the Life Cycle Roozbeh Hosseini UGA & Atlanta Fed Karen Kopecky Atlanta Fed Kai Zhao UConn February 2018 Preliminary and incomplete Abstract Recent studies have identified
More informationEconomics of Frailty. Eamon O Shea
Economics of Frailty Eamon O Shea Patient Complexity Framework Demography Mutimorbidity Mental health Frailty Social capital Resource utilisation WHO and Frailty Progressive age-related decline in physiological
More informationWeek 8 Hour 1: More on polynomial fits. The AIC. Hour 2: Dummy Variables what are they? An NHL Example. Hour 3: Interactions. The stepwise method.
Week 8 Hour 1: More on polynomial fits. The AIC Hour 2: Dummy Variables what are they? An NHL Example Hour 3: Interactions. The stepwise method. Stat 302 Notes. Week 8, Hour 1, Page 1 / 34 Human growth
More informationImmortal Time Bias and Issues in Critical Care. Dave Glidden May 24, 2007
Immortal Time Bias and Issues in Critical Care Dave Glidden May 24, 2007 Critical Care Acute Respiratory Distress Syndrome Patients on ventilator Patients may recover or die Outcome: Ventilation/Death
More informationVaria%on in excess cases of adverse events amenable to health care: low value care with budgetary impact
Varia%on in excess cases of adverse events amenable to health care: low value care with budgetary impact Comendeiro- Mälloe M, Ridao- López M, Mar5nez- Lizaga N, Angulo- Pueyo E, García- Armesto S, Bernal-
More informationUnderuse, Overuse, Comparative Advantage and Expertise in Healthcare
Underuse, Overuse, Comparative Advantage and Expertise in Healthcare Amitabh Chandra Harvard and NBER Douglas Staiger Dartmouth and NBER Highest Performance Lowest Performance Source: Chandra, Staiger
More informationChapter 11: Advanced Remedial Measures. Weighted Least Squares (WLS)
Chapter : Advanced Remedial Measures Weighted Least Squares (WLS) When the error variance appears nonconstant, a transformation (of Y and/or X) is a quick remedy. But it may not solve the problem, or it
More informationMelody Lim and Allyson Osborne
Root Hair Growth in Arabidopsis thaliana Melody Lim and Allyson Osborne Faculty Advisor: Dr. Sarah Eichhorn Mathematical and Computational Biology for Undergraduates Program University of California, Irvine
More informationMultivariate Bioequivalence
Multivariate Bioequivalence S h i t a l A g a w a n e, S a n j u k t a R o y P h U S E 2013 S t r e a m : S t a t i s t i c s a n d P h a r m a c o k i n e t i c s S P 0 4 PhUSE 2013 Disclaimer Any views
More information4. STATA output of the analysis
Biostatistics(1.55) 1. Objective: analyzing epileptic seizures data using GEE marginal model in STATA.. Scientific question: Determine whether the treatment reduces the rate of epileptic seizures. 3. Dataset:
More informationLouis Lévy-Garboua Paris School of Economics, Université de Paris 1, & CIRANO. Séminaire CIRANO, 15 Novembre 2012
Confidence, Aspirations, and the Efficiency and Equity of Educational Systems when Students have an Imperfect Knowledge of their Ability: an Experimental Approach Louis Lévy-Garboua Paris School of Economics,
More informationSocial Effects in Blau Space:
Social Effects in Blau Space: Miller McPherson and Jeffrey A. Smith Duke University Abstract We develop a method of imputing characteristics of the network alters of respondents in probability samples
More informationSection 6: Analysing Relationships Between Variables
6. 1 Analysing Relationships Between Variables Section 6: Analysing Relationships Between Variables Choosing a Technique The Crosstabs Procedure The Chi Square Test The Means Procedure The Correlations
More informationSocial aspects of frailty: why do social circumstances matter?
Social aspects of frailty: why do social circumstances matter? Melissa Andrew, MD, PhD, MSc(PH), FRCPC Associate Professor of Geriatric Medicine Dalhousie University Halifax, Nova Scotia, Canada mandrew@dal.ca
More informationAssessing the utility of simple measures of frailty in older hospital-based cardiology patients. by Yong Yong Tew (medical student)
Assessing the utility of simple measures of frailty in older hospital-based cardiology patients by Yong Yong Tew (medical student) Declaration No conflict of interest. Ethical considerations Reviewed and
More informationC-1: Variables which are measured on a continuous scale are described in terms of three key characteristics central tendency, variability, and shape.
MODULE 02: DESCRIBING DT SECTION C: KEY POINTS C-1: Variables which are measured on a continuous scale are described in terms of three key characteristics central tendency, variability, and shape. C-2:
More informationPatterns in disability and frailty in older adults: Evidence from SAGE. Study on global AGEing and adult health (SAGE) June 2010
Patterns in disability and frailty in older adults: Evidence from SAGE 1 Introduction Globally the proportion of older population is increasing Older population is faced with chronic conditions that are
More informationTemplate 1 for summarising studies addressing prognostic questions
Template 1 for summarising studies addressing prognostic questions Instructions to fill the table: When no element can be added under one or more heading, include the mention: O Not applicable when an
More informationSelection of Linking Items
Selection of Linking Items Subset of items that maximally reflect the scale information function Denote the scale information as Linear programming solver (in R, lp_solve 5.5) min(y) Subject to θ, θs,
More informationBEST PRACTICES FOR IMPLEMENTATION AND ANALYSIS OF PAIN SCALE PATIENT REPORTED OUTCOMES IN CLINICAL TRIALS
BEST PRACTICES FOR IMPLEMENTATION AND ANALYSIS OF PAIN SCALE PATIENT REPORTED OUTCOMES IN CLINICAL TRIALS Nan Shao, Ph.D. Director, Biostatistics Premier Research Group, Limited and Mark Jaros, Ph.D. Senior
More informationRunning head: CFA OF STICSA 1. Model-Based Factor Reliability and Replicability of the STICSA
Running head: CFA OF STICSA 1 Model-Based Factor Reliability and Replicability of the STICSA The State-Trait Inventory of Cognitive and Somatic Anxiety (STICSA; Ree et al., 2008) is a new measure of anxiety
More informationEstimating peer density effects on oral health for community-based older adults
Chakraborty et al. BMC Oral Health (2017) 17:166 DOI 10.1186/s12903-017-0456-4 RESEARCH ARTICLE Open Access Estimating peer density effects on oral health for community-based older adults Bibhas Chakraborty
More informationLong-term physician costs associated with obesity
Long-term physician costs associated with obesity Mustafa Ornek McMaster University ornekm@mcmaster.ca Arthur Sweetman McMaster University CAHSPR May 26, 2015 Adiposity (measure of body fat) Body Mass
More informationST440/550: Applied Bayesian Statistics. (10) Frequentist Properties of Bayesian Methods
(10) Frequentist Properties of Bayesian Methods Calibrated Bayes So far we have discussed Bayesian methods as being separate from the frequentist approach However, in many cases methods with frequentist
More informationCorrelation and Regression
Dublin Institute of Technology ARROW@DIT Books/Book Chapters School of Management 2012-10 Correlation and Regression Donal O'Brien Dublin Institute of Technology, donal.obrien@dit.ie Pamela Sharkey Scott
More informationCase Studies in Bayesian Augmented Control Design. Nathan Enas Ji Lin Eli Lilly and Company
Case Studies in Bayesian Augmented Control Design Nathan Enas Ji Lin Eli Lilly and Company Outline Drivers for innovation in Phase II designs Case Study #1 Pancreatic cancer Study design Analysis Learning
More informationInformational shocks and food safety: A field study of street vendors in urban India
Informational shocks and food safety: A field study of street vendors in urban India Gianmarco Daniele, Sulagna Mookerjee +, Denni Tommasi Bocconi University, + Georgetown University Qatar, Monash University
More informationTheoretical Exam. Monday 15 th, Instructor: Dr. Samir Safi. 1. Write your name, student ID and section number.
بسم االله الرحمن الرحيم COMPUTER & DATA ANALYSIS Theoretical Exam FINAL THEORETICAL EXAMINATION Monday 15 th, 2007 Instructor: Dr. Samir Safi Name: ID Number: Instructor: INSTRUCTIONS: 1. Write your name,
More informationSCHOOL OF MATHEMATICS AND STATISTICS
Data provided: Tables of distributions MAS603 SCHOOL OF MATHEMATICS AND STATISTICS Further Clinical Trials Spring Semester 014 015 hours Candidates may bring to the examination a calculator which conforms
More informationStatistical Science Issues in HIV Vaccine Trials: Part I
Statistical Science Issues in HIV Vaccine Trials: Part I 1 2 Outline 1. Study population 2. Criteria for selecting a vaccine for efficacy testing 3. Measuring effects of vaccination - biological markers
More information