AbstractSufficient conditions are given for the Poincaré recurrence system y(m+1) = (A + P(m)) y(m) to have a solution ŷ such that ŷ(m) = λm(1 + o(1))v as m → ∞, where λ is an eigenvalue of the constant matrix A and v is an associated eigenvector. The summability conditions on P permit conditional convergence and the o(1) terms are specified precisely
AbstractA new technique for the asymptotic summation of linear systems of difference equations Y(t+1...
Dans le cas des systèmes dynamiques mixtes, pour des domaines intersectant la frontière qui sépare d...
Assuming only conditional summability we study the convergence of the solutions of difference system...
AbstractWe establish asymptotic formulae for the solutions of thefirst order recurrence systemxn+1=(...
AbstractSufficient conditions are given for the n × n system y'=(A+P(t))y to have a solution ŷ such ...
AbstractA natural generalization to systems of first order equations is given of Poincaré's classica...
AbstractConsider the nonhomogeneous linear recurrence systemxn+1=(A+Bn)xn+gn,where A and Bn (n=0,1,…...
AbstractIn this paper, we deal with linear and nonlinear perturbations of first-order recurrence sys...
The behavior of the vector recurrence y_(n + 1) = My_n + w_(n + 1) is studied under very weak assump...
Abstract. It is shown that if the zeros \\, ki,..., \n of the polynomial q(X) = X " + axkn~x +...
This paper investigates the asymptotic behaviour of solutions to certain infinite systems of coupled...
We prove a parametric generalization of the classical Poincar´e- Perron theorem on stabilizing recur...
This paper investigates the asymptotic behaviour of solutions to certain infinite systems of coupled...
Abstract: In the preprint a theorem on asymptotics of solutions of the higher order differ...
This paper deals with the global asymptotic stability of the unique positive equilibrium point and t...
AbstractA new technique for the asymptotic summation of linear systems of difference equations Y(t+1...
Dans le cas des systèmes dynamiques mixtes, pour des domaines intersectant la frontière qui sépare d...
Assuming only conditional summability we study the convergence of the solutions of difference system...
AbstractWe establish asymptotic formulae for the solutions of thefirst order recurrence systemxn+1=(...
AbstractSufficient conditions are given for the n × n system y'=(A+P(t))y to have a solution ŷ such ...
AbstractA natural generalization to systems of first order equations is given of Poincaré's classica...
AbstractConsider the nonhomogeneous linear recurrence systemxn+1=(A+Bn)xn+gn,where A and Bn (n=0,1,…...
AbstractIn this paper, we deal with linear and nonlinear perturbations of first-order recurrence sys...
The behavior of the vector recurrence y_(n + 1) = My_n + w_(n + 1) is studied under very weak assump...
Abstract. It is shown that if the zeros \\, ki,..., \n of the polynomial q(X) = X " + axkn~x +...
This paper investigates the asymptotic behaviour of solutions to certain infinite systems of coupled...
We prove a parametric generalization of the classical Poincar´e- Perron theorem on stabilizing recur...
This paper investigates the asymptotic behaviour of solutions to certain infinite systems of coupled...
Abstract: In the preprint a theorem on asymptotics of solutions of the higher order differ...
This paper deals with the global asymptotic stability of the unique positive equilibrium point and t...
AbstractA new technique for the asymptotic summation of linear systems of difference equations Y(t+1...
Dans le cas des systèmes dynamiques mixtes, pour des domaines intersectant la frontière qui sépare d...
Assuming only conditional summability we study the convergence of the solutions of difference system...
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