Heather Brown

Lancaster University

Lancaster LA1 4YX

United Kingdom

  • Lancaster University

SCHOLARLY PAPERS

3

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120

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Scholarly Papers (3)

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1.

Does Using Planning Policy to Restrict Fast Food Outlets Reduce Inequalities in Childhood Overweight and Obesity?

IZA Discussion Paper No. 15795
Number of pages: 21 Posted: 14 Dec 2022
Huasheng Xiang, Viviana Albani, Louis Goffe, Nasima Akhter, Amelia Lake and Heather Brown
Lancaster University, Newcastle University, Newcastle University, University of Durham, Teesside University and Lancaster University
Downloads 94 (527,921)

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food environment, childhood weight, England, difference in difference

2.

Association between Individual Level Characteristics and Take-Up of a Minimum Income Guarantee for Pensioners: Panel Data Analysis Using Data from the British Household Panel Survey 1999-2002

Number of pages: 22 Posted: 15 Dec 2023
Heather Brown, Viviana Albani, Luke Munford, Matt Sutton, Fiona McHardy, Eric Silverman, Matteo Richiardi, Anna Pearce, Alison Heppenstall, Petra S. Meier, Rachel Thomson and Srinivasa Vittal Katikireddi
Lancaster University, Newcastle University, The University of Manchester - School of Health Sciences, The University of Manchester, The Poverty Alliance, Standard Buildings, University of Glasgow, University of Essex, University of Glasgow - MRC/CSO Social and Public Health Sciences Unit, University of Glasgow, University of Glasgow - MRC/CSO Social and Public Health Sciences Unit, University of Glasgow and University of Glasgow - Institute of Health and Wellbeing
Downloads 17 (1,015,346)

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Social Policy, Health inequalities, Older people, Social Determinants, health

3.

Comparing Health Service Usage of Migrant Groups in Australia: Evidence from the Household Income and Labour Dynamics Survey of Australia

Number of pages: 21 Posted: 27 Mar 2023
Heather Brown and Emily Breislin
Lancaster University and Lumanity, Steel City House
Downloads 9 (1,101,593)

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health service usage, migrants, Australia, zero inflated Poisson regression, non-linear decomposition