Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Concordant solutions of quasilinear multidimensional differential equations. (Russian)
Authors: Gerko A. I.
Abstract
Some sufficient conditions of the existence of concordant solutions of quasilinear differential multidimensional equations $y'h=a(t)hy+f(t,y)h$ and $y'h=a(t)hy+(b(t)+\lambda f(t,y))h$ for arbitrary Banach space are indicate.Universitatea de Stat din Moldova
str. Mateevici 60, Chişinău MD-2014, Moldova
str. Mateevici 60, Chişinău MD-2014, Moldova
Contents
- Concordant solutions of quasilinear multidimensional differential equations. (Russian)
- Combinatorial formula for generalized Fibonacci sequence and Chebyshev's polynomials of two variables. (English)
- Properties of topological modules free in some classes. II. (English)
- Global attractors of infinite-dimensional dynamical systems. II. (Russian)
- On hereditarily linearly compact algebras. (English)
- A generalized coupled dynamic problem of thermoelasticity for plane, cylindrical and spherical media. (Russian)
- Three-dimensional point groups of simple and double $P$- and $(P/)$-antisymmetry and their geometric applications. (Russian)
- Comparison of some sufficient conditions for smooth linearization. (English)
- On reduced right ideals of a ring. (English)
- Some properties of left quasihomomorphic mappings. (Russian)
- On three-dimensional hyperbolic manifolds with icosahedral symmetry. (Russian)
- Affine invariant conditions for topological classification of quadratic systems with $m_f=1$. (English)
