Grant: CIHR New Investigator
Université Laval
$300,000.00
Applying a theory-based approach to identify the psychosocial determinants of the intention of dietitians to engage in shared decision making behaviours
FY 2010-11
Summary
Enormous scientific advances have been made in the area of nutrition, and several diets are now advocated for the
management of chronic diseases including cardiovascular diseases, diabetes and obesity. Patients have also become reliant on the unregulated nutrition information emerging in cyberspace, television and magazines to base their diet-related decisions. As a result, the need for patient guidance and decision support from dietitians is expected to increase in the near future. Shared decision making is defined as a decision-making process jointly shared by patients and their health professional. It aims at helping patients play an active role in decisions concerning their health and fosters the establishment of a context in which the preferences of the patient are sought and his/her opinions valued. To date, few studies have explored shared decision making in health professionals other than physicians. Therefore, this research program proposes to identify the determinants of the intention of dietitians and patients to adopt selected behaviors necessary to engage in shared decision making. Studying shared decision making in nutrition has the potential to contribute to the acquisition of skills that will allow patients to make decisions that are best for them in interaction with their dietitians, which will result in an overall improvement of the quality and effectiveness of health services and care of patients facing nutrition-related decisions.
Department
Program
CIHR New Investigator
Recipient
Location
Quebec, Canada
Recipient Type
Academia
Type
Grant
Source
CIHR Funding Decisions Database
As published
Id
213493
Name
Desroches Sophie
Region
Québec
Country
Canada
Orgtype
Institution Paid; Research Institution
Instname2
Health Services and Policy Research
Theme2
Health systems / services
Prcname2
Allied Health Professionals - New Investigators
Projecttitle
Applying a theory-based approach to identify the psychosocial determinants of the intention of dietitians to engage in shared decision making behaviours
Programtype2
Salary Programs
Orgnameinp2
Université Laval
Cihramount2
$300,000
Cihrequipment2
$0
Programname2
CIHR New Investigator
Keyworddelim
Knowledge Translation; Nutrition; Shared Decision Making
Abstract
Enormous scientific advances have been made in the area of nutrition, and several diets are now advocated for the
management of chronic diseases including cardiovascular diseases, diabetes and obesity. Patients have also become reliant on the unregulated nutrition information emerging in cyberspace, television and magazines to base their diet-related decisions. As a result, the need for patient guidance and decision support from dietitians is expected to increase in the near future. Shared decision making is defined as a decision-making process jointly shared by patients and their health professional. It aims at helping patients play an active role in decisions concerning their health and fosters the establishment of a context in which the preferences of the patient are sought and his/her opinions valued. To date, few studies have explored shared decision making in health professionals other than physicians. Therefore, this research program proposes to identify the determinants of the intention of dietitians and patients to adopt selected behaviors necessary to engage in shared decision making. Studying shared decision making in nutrition has the potential to contribute to the acquisition of skills that will allow patients to make decisions that are best for them in interaction with their dietitians, which will result in an overall improvement of the quality and effectiveness of health services and care of patients facing nutrition-related decisions.
Competitiondate
201009
Approvedterm2
5 yrs 0 mth
Pinamesdelim
Desroches, Sophie
Approvedterm
5 ans 0 mois
Cihrcontribution2
~ $300,000~ $0~