| Literature DB >> 23775799 |
Rosemary Green1, Laura Cornelsen, Alan D Dangour, Rachel Turner, Bhavani Shankar, Mario Mazzocchi, Richard D Smith.
Abstract
OBJECTIVE: To quantify the relation between food prices and the demand for food with specific reference to national and household income levels.Entities:
Mesh:
Year: 2013 PMID: 23775799 PMCID: PMC3685509 DOI: 10.1136/bmj.f3703
Source DB: PubMed Journal: BMJ ISSN: 0959-8138

Flow diagram for selection of included studies
Descriptive statistics for selected variables (n=3495 estimates)
| Categories for variables | No (%) |
|---|---|
| Region: | |
| Europe | 1169 (33.4) |
| North America | 379 (10.8) |
| South America | 238 (6.8) |
| Asia | 988 (28.3) |
| Africa | 663 (19.0) |
| Australasia | 58 (1.7) |
| Country income*: | |
| Low (GNI per capita of ≤$1025) | 1461 (41.8) |
| Middle (GNI per capita of $1026-$12 475) | 858 (24.5) |
| High (GNI per capita of ≥$12 476) | 1176 (33.6) |
| Study type: | |
| Peer reviewed | 1049 (30.0) |
| Grey literature | 2446 (70.0) |
| Data source: | |
| Aggregate (national average statistics) | 1931 (55.3) |
| Cross sectional (data from surveys) | 1026 (29.4) |
| Panel (data from longitudinal surveys) | 273 (7.8) |
| Scanner (home or supermarket scanner data) | 265 (7.6) |
| Food group†: | |
| Fruit and vegetables | 643 (19.1) |
| Meat | 570 (16.9) |
| Fish | 460 (13.7) |
| Dairy | 435 (12.9) |
| Eggs | 24 (0.7) |
| Cereals | 455 (13.5) |
| Fats and oils | 339 (10.1) |
| Sweets, confectionery, and sweetened beverages | 82 (2.4) |
| Other | 355 (10.6) |
$1.00 (£0.65; €0.76).
*Gross National Income (GNI) data taken from World Bank database for 2011.
†n=3463, as not possible to classify 32 elasticity estimates into specified food groups.
Mean percentage change (95% confidence interval) in food demand for 1% increase in food price by country wealth category, taken from predictions of meta-regression models*
| Food groups | Country wealth category | ||
|---|---|---|---|
| Low income(n=1412) | Middle income (n=827) | High income (n=1124) | |
| Fruit and vegetables | −0.72 (–0.77 to –0.66) | –0.65 (–0.71 to –0.59) | –0.53 (–0.59 to –0.48) |
| Meat | –0.78 (–0.83 to –0.73) | –0.72 (–0.78 to –0.66) | –0.60 (–0.66 to –0.54) |
| Fish | –0.80 (–0.85 to –0.74) | –0.73 (–0.79 to –0.67) | –0.61 (–0.67 to –0.55) |
| Dairy | –0.78 (–0.84 to –0.73) | –0.72 (–0.78 to –0.66) | –0.60 (–0.66 to –0.54) |
| Eggs | –0.54 (–0.67 to –0.42) | –0.48 (–0.61 to –0.35) | –0.36 (–0.49 to –0.23) |
| Cereals | –0.61 (–0.66 to –0.56) | –0.55 (–0.61 to –0.49) | –0.43 (–0.48 to –0.36) |
| Fats and oils | –0.60 (–0.65 to –0.54) | –0.54 (–0.60 to –0.47) | –0.42 (–0.48 to –0.35) |
| Sweets, confectionery, and sweetened beverages | –0.74 (–0.82 to –0.65) | –0.68 (–0.77 to –0.59) | –0.56 (–0.65 to –0.48) |
| Other | –0.95 (–1.01 to –0.90) | –0.89 (–0.95 to –0.83) | –0.77 (–0.83 to –0.71) |
| All food groups combined | –0.74 (–0.79 to –0.69) | –0.68 (–0.73 to –0.62) | –0.56 (–0.61 to –0.50) |
*Predictions based on multiple regression model with random effects. Values of all covariates in the model are set to their mean for the purposes of predicting values, with the exception of year of data, which is set to 2008.
Mean percentage change (95% confidence interval) in food demand for 1% increase in food price by household wealth category, taken from predictions of meta-regression models
| Food group | Household wealth category | |
|---|---|---|
| Lowest income (n=178) | Highest income (n=177) | |
| Fruit and vegetables | –0.86 (–0.97 to –0.76) | –0.73 (–0.84 to –0.62) |
| Meat | –0.95 (–1.07 to –0.82) | –0.81 (–0.93 to –0.69) |
| Fish | –1.01 (–1.17 to –0.84) | –0.87 (–1.04 to –0.70) |
| Dairy | –0.92 (–1.08 to –0.78) | –0.79 (–0.93 to –0.64) |
| Eggs* | — | — |
| Cereals | –0.87 (–0.99 to –0.74) | –0.72 (–0.85 to –0.59) |
| Fats and oils* | — | — |
| Sweets, confectionery, and sweetened beverages | –0.87 (–1.06 to –0.70) | –0.73 (–0.91 to –0.55) |
| Other | –1.06 (–1.21 to –0.92) | –0.93 (–1.08 to –0.78) |
| All food groups combined | –0.91 (–1.00 to –0.83) | –0.77 (–0.86 to –0.68) |
*Insufficient data on which to base predictions.