AAAAAA

   
Results: 1-9 |
Results: 9
Almost periodic type solutions of some differential equations with piecewise constant argument
Authors: Hong, JL Obaya, R Sanz, A
Citation: Jl. Hong et al., Almost periodic type solutions of some differential equations with piecewise constant argument, NONLIN ANAL, 45(6), 2001, pp. 661-688
Almost periodic type solutions of differential equations with piecewise constant argument via almost periodic type sequences
Authors: Alonso, AI Hong, JL Obaya, R
Citation: Ai. Alonso et al., Almost periodic type solutions of differential equations with piecewise constant argument via almost periodic type sequences, APPL MATH L, 13(2), 2000, pp. 131-137
Ergodic solutions via ergodic sequences
Authors: Hong, JL Obaya, R Sanz, AM
Citation: Jl. Hong et al., Ergodic solutions via ergodic sequences, NONLIN ANAL, 40(1-8), 2000, pp. 265-277
Ergodic properties and Weyl M-functions for random linear Hamiltonian systems
Authors: Johnson, R Novo, S Obaya, R
Citation: R. Johnson et al., Ergodic properties and Weyl M-functions for random linear Hamiltonian systems, P RS EDIN A, 130, 2000, pp. 1045-1079
Absolutely continuous dynamics and real coboundary cocycles in L-p-spaces,0 < p < infinity
Authors: Alonso, AI Hong, JL Obaya, R
Citation: Ai. Alonso et al., Absolutely continuous dynamics and real coboundary cocycles in L-p-spaces,0 < p < infinity, STUD MATH, 138(2), 2000, pp. 121-134
Decomposition theorems for groups of diffeomorphisms in the sphere
Authors: De la Llave, R Obaya, R
Citation: R. De La Llave et R. Obaya, Decomposition theorems for groups of diffeomorphisms in the sphere, T AM MATH S, 352(3), 2000, pp. 1005-1020
Exponential dichotomy and trichotomy for difference equations
Authors: Alonso, AI Hong, JL Obaya, R
Citation: Ai. Alonso et al., Exponential dichotomy and trichotomy for difference equations, COMPUT MATH, 38(1), 1999, pp. 41-49
Existence of a class of ergodic solutions implies exponential trichotomy
Authors: Hong, JL Obaya, R Sanz, A
Citation: Jl. Hong et al., Existence of a class of ergodic solutions implies exponential trichotomy, APPL MATH L, 12(4), 1999, pp. 43-45
Exponential trichotomy and a class of ergodic solutions of differential equations with ergodic perturbations
Authors: Hong, JL Obaya, R Gil, AS
Citation: Jl. Hong et al., Exponential trichotomy and a class of ergodic solutions of differential equations with ergodic perturbations, APPL MATH L, 12(1), 1999, pp. 7-13
Risultati: 1-9 |