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M Christopher Auld

Biographic Data

ID4203671
NAMEM Christopher Auld
GIVEN NAMESM Christopher
FAMILY NAMEAuld
SIGNATUREAULD M C
AFFILIATIONSUniversity of Calgary
ORCID0000-0001-5966-3085
VERIFIEDYes
TOTAL WORKS3
TOTAL CITATIONS5
WORKS AS AUTHOR3
WORKS AS EDITOR0
FIRST PUBLICATION YEAR2007
LATEST PUBLICATION YEAR2018
H-INDEX1
  • Global country‐level estimates of associations between adult height and the distribution of income

    Open Access•M Christopher Auld•ARTICLE•American Journal of Human Biology•2018

    OBJECTIVES: This article presents the first estimates of global associations between adult height and the distribution of income, and considers the roles of regional heterogeneity, heterogeneity across low- and high-income countries, and of infant mortality as a potential mediator. METHODS: Linear parametric and semiparametric regressions predicting mean height and sexual dimorphism in height are estimated using data on one cohort born in 1996 wi…

  • Economics of Food Energy Density and Adolescent Body Weight

    Open Access•M Christopher Auld, Lisa M Powell•ARTICLE•Economica•2009•Cited by: 5•References: 20

    We present a simple microeconomic behavioral model showing that decreases in the price of energy‐dense foods increase body weight if the price of obtaining a calorie from dense food is lower than that of less dense food. Estimates of the determinants of adolescent BMI suggest that the price of high‐density food is negatively related to BMI whereas the price of low density food is positively related. Restaurant availability is not associated with …

  • Associations Between Access to Food Stores and Adolescent Body Mass Index

    Open Access•Lisa M Powell, M Christopher Auld et al.•ARTICLE•American Journal of Preventive…•2007

  • Economics of Food Energy Density and Adolescent Body Weight

    Open Access•M Christopher Auld, Lisa M Powell•ARTICLE•Economica•2009•Cited by: 5•References: 20

    We present a simple microeconomic behavioral model showing that decreases in the price of energy‐dense foods increase body weight if the price of obtaining a calorie from dense food is lower than that of less dense food. Estimates of the determinants of adolescent BMI suggest that the price of high‐density food is negatively related to BMI whereas the price of low density food is positively related. Restaurant availability is not associated with …

  • Associations Between Access to Food Stores and Adolescent Body Mass Index

    Open Access•Lisa M Powell, M Christopher Auld et al.•ARTICLE•American Journal of Preventive…•2007

  • Economics of Food Energy Density and Adolescent Body Weight

    Open Access•M Christopher Auld, Lisa M Powell•ARTICLE•Economica•2009•Cited by: 5•References: 20

    We present a simple microeconomic behavioral model showing that decreases in the price of energy‐dense foods increase body weight if the price of obtaining a calorie from dense food is lower than that of less dense food. Estimates of the determinants of adolescent BMI suggest that the price of high‐density food is negatively related to BMI whereas the price of low density food is positively related. Restaurant availability is not associated with …

  • Global country‐level estimates of associations between adult height and the distribution of income

    Open Access•M Christopher Auld•ARTICLE•American Journal of Human Biology•2018

    OBJECTIVES: This article presents the first estimates of global associations between adult height and the distribution of income, and considers the roles of regional heterogeneity, heterogeneity across low- and high-income countries, and of infant mortality as a potential mediator. METHODS: Linear parametric and semiparametric regressions predicting mean height and sexual dimorphism in height are estimated using data on one cohort born in 1996 wi…

Demography (2 works) · Economics (2 works) · Geography (2 works) · Medicine (2 works) · Obesity, Physical Activity, Diet (2 works) · Agriculture (1 work) · Biology (1 work) · Birth, Development, and Health (1 work) · Body mass index (1 work) · Body weight (1 work)

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