Grant: Travel Awards - Institute Community Support
University of Toronto
$1,500.00
Efficiency estimation with quantile regression: An application using panel data from nursing homes in Ontario, Canada
EF 2015-16
Résumé
Since its introduction in 1978, quantile regression has been widely applied by researchers to examine patterns observed at the extremes an outcome variable. Efficiency measurement is an area where quantile regression could provide valuable insights into the attributes of top-performing care providers, and factors that enable them to be more efficient. This paper presents an application of panel quantile estimation - specifically, one that takes a correlated random effects approach - to assess the efficiency of nursing homes in Ontario, Canada. Data used for this study was taken from Statistics Canada's Residential Care Facilities Survey. Specifically, our analysis was conducted on a longitudinal dataset consisting of 615 nursing homes, observed over 15 fiscal years (1996-2011). Results from the regression models found chain affiliation, urban location, and operation size to be consistent and positive predictors of efficiency. Contrary to what was found in prior research studies, for-profit ownership did not have a significant effect on the efficiency of top-performing nursing homes in Ontario. The analysis presented in this paper not only provides a novel approach to efficiency measurement, but also demonstrates a non-uniform effect of technical inefficiency across the quantiles. Specifically, high- and low-performing nursing homes uses different mixes of nurses and care aides. The application of panel quantile regression in efficiency analysis overcomes many shortcomings of other existing methods. This study demonstrates that correlated random effects quantile regression produced reliable estimates of efficiency.
Programme
Travel Awards - Institute Community Support
Bénéficiaire
Emplacement
Ontario, Canada
Type de bénéficiaire
Academia
Type
Grant
Source
CIHR Funding Decisions Database
Tel que publié
Id
337311
Name
Hsu Amy T
Region
Ontario
Country
Canada
Orgtype
Institution Paid; Research Institution
Instname2
Health Services and Policy Research
Theme2
Health systems / services
Prcname2
Institute of Health Services and Policy Research
Projecttitle
Efficiency estimation with quantile regression: An application using panel data from nursing homes in Ontario, Canada
Programtype2
Undefined
Orgnameinp2
University of Toronto
Cihramount2
$1,500
Cihrequipment2
$0
Programname2
Travel Awards - Institute Community Support
Keyworddelim
Aging; Efficiency; Health Economics; Long Term Care; Nursing Homes
Abstract
Since its introduction in 1978, quantile regression has been widely applied by researchers to examine patterns observed at the extremes an outcome variable. Efficiency measurement is an area where quantile regression could provide valuable insights into the attributes of top-performing care providers, and factors that enable them to be more efficient. This paper presents an application of panel quantile estimation - specifically, one that takes a correlated random effects approach - to assess the efficiency of nursing homes in Ontario, Canada. Data used for this study was taken from Statistics Canada's Residential Care Facilities Survey. Specifically, our analysis was conducted on a longitudinal dataset consisting of 615 nursing homes, observed over 15 fiscal years (1996-2011). Results from the regression models found chain affiliation, urban location, and operation size to be consistent and positive predictors of efficiency. Contrary to what was found in prior research studies, for-profit ownership did not have a significant effect on the efficiency of top-performing nursing homes in Ontario. The analysis presented in this paper not only provides a novel approach to efficiency measurement, but also demonstrates a non-uniform effect of technical inefficiency across the quantiles. Specifically, high- and low-performing nursing homes uses different mixes of nurses and care aides. The application of panel quantile regression in efficiency analysis overcomes many shortcomings of other existing methods. This study demonstrates that correlated random effects quantile regression produced reliable estimates of efficiency.
Competitiondate
201510
Approvedterm2
1 yr 0 mth
Pinamesdelim
Hsu, Amy T
Approvedterm
1 an 0 mois
Cihrcontribution2
Inst of Hlth Serv & Policy Res~ $1,500~ $0~