@inproceedings{1566fb97d6f240b3bfa0fe8ea22f32d2,

title = "Mathematical model of temephos resistance in Aedes aegypti mosquito population",

abstract = "Aedes aegypti is the main vector of dengue disease in many tropical and sub-tropical countries. Dengue became major public concern in these countries due to the unavailability of vaccine or drugs for dengue disease in the market. Hence, the only way to control the spread of DF and DHF is by controlling the vectors carrying the disease, for instance with fumigation, temephos or genetic manipulation. Many previous studies conclude that Aedes aegypti may develop resistance to many kind of insecticide, including temephos. Mathematical model for transmission of temephos resistance in Aedes aegypti population is discussed in this paper. Nontrivial equilibrium point of the system and the corresponding existence are shown analytically. The model analysis have shown epidemiological trends condition that permits the coexistence of nontrivial equilibrium is given analytically. Numerical results are given to show parameter sensitivity and some cases of worsening effect values for illustrating possible conditions in the field.",

keywords = "Aedes aegypti, dengue, resistance, temephose",

author = "Dipo Aldila and N. Nuraini and E. Soewono and Supriatna, {A. K.}",

year = "2014",

doi = "10.1063/1.4868843",

language = "English",

isbn = "9780735412217",

series = "AIP Conference Proceedings",

publisher = "American Institute of Physics Inc.",

pages = "460--463",

booktitle = "4th International Conference on Mathematics and Natural Sciences, ICMNS 2012",

note = "4th International Conference on Mathematics and Natural Sciences: Science for Health, Food and Sustainable Energy, ICMNS 2012 ; Conference date: 08-11-2012 Through 09-11-2012",

}