| Literature DB >> 31174531 |
Maximilian Präger1,2, Christoph Kurz1,2, Julian Böhm1,2, Michael Laxy1,2, Werner Maier3,4.
Abstract
BACKGROUND: The increasing prevalence of obesity is a major public health problem in many countries. Built environment factors are known to be associated with obesity, which is an important risk factor for type 2 diabetes. Online geocoding services could be used to identify regions with a high concentration of obesogenic factors. The aim of our study was to examine the feasibility of integrating information from online geocoding services for the assessment of obesogenic environments.Entities:
Keywords: Diabetes; Geocoding services; Obesogenic environment; Validation
Mesh:
Year: 2019 PMID: 31174531 PMCID: PMC6555943 DOI: 10.1186/s12942-019-0177-9
Source DB: PubMed Journal: Int J Health Geogr ISSN: 1476-072X Impact factor: 3.918
Fig. 1Flow chart of the validation process
Fig. 2Overview on the data and query structure. JSON JavaScript Object Notation, API application programming interface, POI point of interest
Fig. 3Example of visualization of OpenStreetMap data points (Area D)
Selected variables from the Google Maps pool
| Bakery | Bar | Bus station | Cafe |
| Convenience store | Dentist | Doctor | Food |
| Grocery or supermarket | Gym | Hospital | Meal delivery |
| Meal takeaway | Park | Pharmacy | Physiotherapist |
| Restaurant | School | Spa | Stadium |
| Subway station | Taxi stand | Train station | Transit station |
| University |
Selected OpenStreetMap (OSM) variables in the category ‘amenity’
| Bar | Bbq | Biergarten | Cafe | Fast food |
| Food court | Ice cream | Pub | Restaurant | College |
| School | Bicycle parking | Bicycle rental | Boat sharing | Bus station |
| Taxi | Clinic | Dentist | Doctors | Hospital |
| Nursing home | Pharmacy | Dive centre | Dojo | Ranger station |
| Beach resort | Dance | Fishing | Fitness centre | Garden |
| Golf course | Ice rink | Nature reserve | Park | Pitch |
| Playground | Sports centre | Stadium | Swimming area | Swimming pool |
| Track | Water park |
Fig. 4Distribution of hits across variable categories using Google Maps. Area A: sparsely populated municipality in the south-west of Bavaria. Area B: street in a medium-sized populated major district town near Munich. Area C: area close to the centre within the densely populated city of Munich. Area D: area with a lower density of amenities within the densely populated city of Munich
Fig. 5Distribution of hits across variable categories using OpenStreetMap. Area A: sparsely populated municipality in the south-west of Bavaria. Area B: street in a medium-sized populated major district town near Munich. Area C: area close to the centre within the densely populated city of Munich. Area D: area with a lower density of amenities within the densely populated city of Munich
Results of the field validation
| Area | Geocoding service | True positives: N (% positive)a | False positives: N (% positive) | False negatives: N | Sensitivityb: % |
|---|---|---|---|---|---|
| A | Google Maps | 19 (63.33) | 11 (36.67) | 13 | 59.38 |
| A | OpenStreetMap | 15 (88.24) | 2 (11.76) | 17 | 46.88 |
| B | Google Maps | 58 (89.23) | 7 (10.77) | 1 | 98.31 |
| B | OpenStreetMap | 12 (100) | 0 (0) | 47 | 20.34 |
| C | Google Maps | 144 (71.64) | 57 (28.36) | 63 | 69.57 |
| C | OpenStreetMap | 41 (87.23) | 6 (12.77) | 166 | 19.81 |
| D | Google Maps | 22 (64.71) | 12 (35.29) | 11 | 66.67 |
| D | OpenStreetMap | 21 (80.77) | 5 (19.23) | 12 | 63.64 |
Area A: sparsely populated municipality in the south-west of Bavaria
Area B: area in a medium-sized populated major district town near Munich
Area C: area close to the centre within the densely populated city of Munich
Area D: area with a lower density of amenities within the densely populated city of Munich
aThe percentage of true positives is the positive predictive value (PPV) [PPV = true positives/(true positives + false positives)]
bSensitivity = true positives/(true positives + false negatives)
Results of the field validation without the category ‘doctor’
| Area | Geocoding service | True positives: N (% positive)a | False positives: N (% positive) | False negatives: N | Sensitivityb: % |
|---|---|---|---|---|---|
| A | Google Maps | 18 (62.07) | 11 (37.93) | 13 | 58.06 |
| A | OpenStreetMap | 15 (88.24) | 2 (11.76) | 16 | 48.39 |
| B | Google Maps | 29 (90.63) | 3 (9.38) | 1 | 96.67 |
| B | OpenStreetMap | 10 (100) | 0 (0) | 20 | 33.33 |
| C | Google Maps | 48 (69.57) | 21 (30.43) | 30 | 61.54 |
| C | OpenStreetMap | 36 (85.71) | 6 (14.29) | 42 | 46.15 |
| D | Google Maps | 19 (67.86) | 9 (32.14) | 6 | 76.00 |
| D | OpenStreetMap | 21 (80.77) | 5 (19.23) | 4 | 84.00 |
Area A: sparsely populated municipality in the south-west of Bavaria
Area B: area in a medium-sized populated major district town near Munich
Area C: area close to the centre within the densely populated city of Munich
Area D: area with a lower density of amenities within the densely populated city of Munich
aThe percentage of true positives is the positive predictive value (PPV) [PPV = true positives/(true positives + false positives)]
bSensitivity = true positives/(true positives + false negatives)