Mathematical analysis of a spatio‐temporal model for the population ecology of anopheles mosquito

Author:

Mann Manyombe Martin Luther12,Mbang Joseph134,Tsanou Berge534,Bowong Samuel634,Lubuma Jean5

Affiliation:

1. Department of Mathematics, Faculty of Science University of Yaounde I P.O. Box 812 Yaounde Cameroon

2. African Center of Excellence in Information and Communication Technologies University of Yaounde I Cameroon

3. IRD UMI 209 UMMISCO University of Yaounde I P.O. Box 337 Cameroon

4. LIRIMA‐EPITAG Team Project University of Yaounde I P.O. Box 812 Yaounde Cameroon

5. Department of Mathematics and Applied Mathematics University of Pretoria 0002 Pretoria South Africa

6. Department of Mathematics and Computer Science University of Douala P.O. Box 24157 Cameroon

Funder

University of Pretoria

Publisher

Wiley

Subject

General Engineering,General Mathematics

Reference79 articles.

1. WHO A global brief on vector‐borne diseases http://apps.who.int/iris/bitstream/10665/111008/1/WHO_DCO_WHD_2014.1_eng.pdf accessed: June 2017.

2. World Health Organization WHO global health days http://www.who.int/campaigns/world-health-day/2014/vector-borne-diseases/en/ accessed: June 2016.

3. Anopheles Mosquitoes Centers for Disease Control and Prevention http://www.cdc.gov/malaria/about/biology/mosquitoes/ accessed:May 2016.

4. Mosquito Life Cycle American Mosquito Control Association http://www.mosquito.org/life-cycle accessed: May 2016.

5. On the Population Dynamics of the Malaria Vector

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