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Sílvia Cuadrado

Showing results (1-10 of 6) with videos related to

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Journal of Mathematical Biology|November 24, 2006
Asymptotic stability of equilibria of selection-mutation equationsAngel Calsina, Sílvia Cuadrado
Journal of Mathematical Biology|January 28, 2004
Small mutation rate and evolutionarily stable strategies in infinite dimensional adaptive dynamicsAngel Calsina, Sílvia Cuadrado
Mathematical Biosciences|October 31, 2006
Adaptive dynamics via Hamilton-Jacobi approach and entropy methods for a juvenile-adult modelJosé Antonio Carrillo, Sílvia Cuadrado, Benoît Perthame
Bulletin of Mathematical Biology|May 8, 2023
Final Size for Epidemic Models with Asymptomatic TransmissionCarles Barril, Pierre-Alexandre Bliman, Sílvia Cuadrado
Journal of Mathematical Biology|January 6, 2022
Local asymptotic stability of a system of integro-differential equations describing clonal evolution of a self-renewing cell population under mutationJan-Erik Busse, Sílvia Cuadrado, Anna Marciniak-Czochra
Journal of Mathematical Analysis and Applications|April 1, 2020
Asymptotic profile in selection-mutation equations: Gauss versus Cauchy distributionsÀngel Calsina, Sílvia Cuadrado, Laurent Desvillettes, et al.
Pageof 1

Showing results (1-10 of 6) with videos related to

Sort By:
Pageof 1
Journal of Mathematical Biology|November 24, 2006
Asymptotic stability of equilibria of selection-mutation equationsAngel Calsina, Sílvia Cuadrado
Journal of Mathematical Biology|January 28, 2004
Small mutation rate and evolutionarily stable strategies in infinite dimensional adaptive dynamicsAngel Calsina, Sílvia Cuadrado
Mathematical Biosciences|October 31, 2006
Adaptive dynamics via Hamilton-Jacobi approach and entropy methods for a juvenile-adult modelJosé Antonio Carrillo, Sílvia Cuadrado, Benoît Perthame
Bulletin of Mathematical Biology|May 8, 2023
Final Size for Epidemic Models with Asymptomatic TransmissionCarles Barril, Pierre-Alexandre Bliman, Sílvia Cuadrado
Journal of Mathematical Biology|January 6, 2022
Local asymptotic stability of a system of integro-differential equations describing clonal evolution of a self-renewing cell population under mutationJan-Erik Busse, Sílvia Cuadrado, Anna Marciniak-Czochra
Journal of Mathematical Analysis and Applications|April 1, 2020
Asymptotic profile in selection-mutation equations: Gauss versus Cauchy distributionsÀngel Calsina, Sílvia Cuadrado, Laurent Desvillettes, et al.
Pageof 1