Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
The Green's Function of the Basic Extremal Boundary Value Problems for the Operator's Disintegration Into the Helmholts Operators. (Russian)
Authors: Suveyka I. V.
Contents
- P-Regular Rings and P-Flat Modules. (Russian)
- On the Works of I.F.Sakrier on the Theory of Probability and its Application. (Russian)
- The Conditions of the Qualitative Portraits Existence with the centres of Full Quadratic System with $I_9\ne 0$. (Russian)
- On a Topological Characterization and the Universality of the Space $\beta N \setminus N$. (Russian)
- Invariant Processes of a Differential System and the Conditions for the Existence of a Homogeneous Linear Partucular Integral. (Russian)
- On the Embedding of Planar Graphs in Hypercubes. (Russian)
- A Mathematical Model for the Circular Routes Construction. (Russian)
- The Solution of the Problem of the Electroelastic Wave Dispersion in a Piezoceramic Bar. (Russian)
- On the Splitting of the Radical in Commutative Topological Rings Which are Nearly Compact. (Russian)
- Weber's Problem on the Median Graphs. (Russian)
- On the Amount of Comitants which Determine the Number of Integral Lines of the Cubic Differential System. (Russian)
- On the Impossibility of an Algorithm for the Recognition of the Expressibility of Modal Formulae. (Russian)
- The Green's Function of the Basic Extremal Boundary Value Problems for the Operator's Disintegration Into the Helmholts Operators. (Russian)
- On the Hartman-Mycielsky Theorem. (Russian)
