Language:
EN
| Published:
28-09-2001
|
Abstract
| pp. 45-66
The existence and uniqueness of solutions of the two point boundary value problem for ordinary linear differential equations of fourth order in the Colombeau algebra are considered.
Language:
EN
| Published:
30-09-1996
|
Abstract
| pp. 87-101
In this article some equations of second order are considered, whose nonlinearity satisfies a global Lipschitz condition. It is shown that the equations with additional conditions admit unique global solutions in the Colombeau algebra ????(ℝ1).
Language:
EN
| Published:
30-09-1997
|
Abstract
| pp. 67-87
It is shown that from the fact that the unique periodic solution of homogeneous system of equations is the trivial one it follows the existence of periodic solutions of nonhomogeneous systems of equations in the Colombeau algebra.
1997-09-30
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