Conditionally integrable perturbations of linear differential systems
Medina, Rigoberto ; Pinto, Manuel
CUBO, A Mathematical Journal, (1991), / Harvested from Cubo, A Mathematical Journal
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We determine the asymptotic behavior of the solutions of differential systems with conditionally integrable coefficients:

X'= (Δ(t) + V(t))X,  X'= (A + V(t))X.

Where Δ(t)= diag{λ1(t), λ2(t), . . . , λn(t)} satisfies the dichotomic conditions of Levinson's Theorem [5]. A is a constant n x n matrix and V is a conditionally integrable n x n matrix. 

Publié le : 1991-12-01
@article{1824,
     title = {Conditionally integrable perturbations of linear differential systems},
     journal = {CUBO, A Mathematical Journal},
     year = {1991},
     language = {en},
     url = {http://dml.mathdoc.fr/item/1824}
}

Medina, Rigoberto; Pinto, Manuel. Conditionally integrable perturbations of linear differential systems. CUBO, A Mathematical Journal,  (1991), . http://gdmltest.u-ga.fr/item/1824/