Quantification of the natural history of visceral leishmaniasis and consequences for control: Matlab file

Chapman, LAC, Dyson, L, Courtenay, O, Chowdhury, R, Bern, C, Medley, G and Hollingsworth, TD. 2015. Quantification of the natural history of visceral leishmaniasis and consequences for control: Matlab file. [Online]. Parasites & Vectors. Available from: https://doi.org/10.1186/s13071-015-1136-3.

Chapman, LAC, Dyson, L, Courtenay, O, Chowdhury, R, Bern, C, Medley, G and Hollingsworth, TD. Quantification of the natural history of visceral leishmaniasis and consequences for control: Matlab file. [Internet] LSHTM Data Compass. Parasites & Vectors; 2015. Available from: https://doi.org/10.1186/s13071-015-1136-3.

Chapman, LAC, Dyson, L, Courtenay, O, Chowdhury, R, Bern, C, Medley, G and Hollingsworth, TD (2015). Quantification of the natural history of visceral leishmaniasis and consequences for control: Matlab file. [Data Collection]. Parasites & Vectors. https://doi.org/10.1186/s13071-015-1136-3.

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Methods

Data capture method Other
Date (Published in a 3rd party system) 22 October 2015
Language(s) of written materials English

People & Groups

Data Creators Chapman, LAC, Dyson, L, Courtenay, O, Chowdhury, R, Bern, C, Medley, G and Hollingsworth, TD
LSHTM Faculty/Department Faculty of Public Health and Policy > Dept of Global Health and Development
Participating Institutions University of Warwick, National Institute of Preventive and Social Medicine (NIPSOM), UCSF School of Medicine, KalaCORE Programme, London School of Hygiene & Tropical Medicine

Projects

Funders
ProjectFunderGrant NumberFunder URI
NTD Modelling ConsortiumUNSPECIFIEDUNSPECIFIEDUNSPECIFIED
UNSPECIFIEDUNSPECIFIEDUNSPECIFIEDUNSPECIFIED

Additional Information

Depositor Gareth Knight
Date Deposited 26 Jan 2016 14:08
Last Modified 05 Aug 2016 14:58
Publisher Parasites & Vectors

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s13071-015-1136-3-s2 Download

Filename: s13071-015-1136-3-s2.m

Description: Matlab file for numerically solving the system of ordinary differential equations (ODEs) that can be used to represent the 5-state model for a given set of parameter values

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Content type: Textual content

File size: 1kB

Mime-Type: text/plain

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Parasites & Vectors (Paper)

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