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First report of L1014F kdr mutation in Culex quinquefasciatus in Mexico
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作者 gustavo ponce Iram P. Sanchez +4 位作者 Selene M. Garcia Jose M. Torrado Saul Lozano-Fuentes Beatriz Lopez-Monroy Adriana E. Flores 《Insect Science》 SCIE CAS CSCD 2016年第6期829-834,共6页
The L1014F mutation in the voltage-sodium channel gene has been associated with resistance to DDT and pyrethroids in various arthropod species including mosquitoes. We determined the frequency of the L1014F kdr mutati... The L1014F mutation in the voltage-sodium channel gene has been associated with resistance to DDT and pyrethroids in various arthropod species including mosquitoes. We determined the frequency of the L1014F kdr mutation in 16 field populations of Culex quinquefasciatus from Northeastern Mexico collected between 2008 and 2013. The L1014F was present in all populations analyzed with the lowest frequency (3.33%) corresponding to the population from Monclova collected in 2012, and the highest frequency (63.63%) from the Monterrey population collected in 2012. The presence of a kdr mutation in populations of Cx. quinquefasciatus from northeastern Mexico provides evidence ofpyrethroid resistance. This requires a special attention, considering that pyrethroid-based insecticides are commonly used in vector-control campaigns, especially against Aedes aegypti (L.). 展开更多
关键词 Culex quinquefasciatus insecticide resistance KDR L 1014F mutation
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On a Class of Solutions to the Generalized Derivative Schrodinger Equations
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作者 Felipe LINARES gustavo ponce Gleison N.SANTOS 《Acta Mathematica Sinica,English Series》 SCIE CSCD 2019年第6期1057-1073,共17页
In this work we shall consider the initial value problem associated to the generalized derivative Schr?dinger(gDNLS) equations ■ and ■ Following the argument introduced by Cazenave and Naumkin we shall establish the... In this work we shall consider the initial value problem associated to the generalized derivative Schr?dinger(gDNLS) equations ■ and ■ Following the argument introduced by Cazenave and Naumkin we shall establish the local well-posedness for a class of small data in an appropriate weighted Sobolev space. The other main tools in the proof include the homogeneous and inhomogeneous versions of the Kato smoothing effect for the linear Schr?dinger equation established by Kenig–Ponce–Vega. 展开更多
关键词 Derivative nonlinear Schrodinger local well-posedness
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