APPLICATION OF THE GREEN FUNCTION IN THE THEORY OF PSEUDOPARABOLIC EQUATIONS

Articles in the same Issue

1. Titelei
2. Contents
3. ON THE SCHWARZIAN FOR THE FUNCTIONS OF SHAH-TAO-SHING
4. SUR LE PRODUIT DE DEUX DÉRIVÉES
5. SOME ALMOST ANALYTIC VECTOR FIELDS IN (f, g, u, v, λ)-STRUCTURE MANIFOLD
6. SEMI-UNIFORM CONVERGENCE OF A SEQUENCE OF FUNCTIONS
7. ON REPRESENTATIONS OF NATURAL NUMBERS AS SUMS OF TWO SQUARES
8. ON SOME FUNCTIONAL EQUATION OCCURRING IN THE THEORY OF GEOMETRIC OBJECTS
9. BEHAVIOUR OF SOLUTIONS OF SOME NON- LINEAR HYPERBOLIC EQUATION
10. ON SOME COMPOUND NON-LINEAR BOUNDARY VALUE PROBLEM
11. ON THE GENERALISED INVERTED DIRICHLET DISTRIBUTION
12. STABILITY OF THE DIFFERENCE SCHEMES FOR THE PARABOLIC TYPE EQUATION WITH THE MIXED DERIVATIVE
13. GENERALISED STRONG NÖRLUND SUMMABILITY
14. APPLICATION OF THE GREEN FUNCTION IN THE THEORY OF PSEUDOPARABOLIC EQUATIONS
15. TAYLOR EXPANSION IN THE FINITE ELEMENT METHOD FOR A TWO-POINT BOUNDARY VALUE PROBLEM
16. ON SOME RIEMANNIAN MANIFOLDS ADMITTING A CONORCULAR VECTOR FIELD
17. PROPERTIES OF SPECIAL QUASI-POTENTIAL OF SURFACE DISTRIBUTION WITH RESPECT TO NORMAL PARABOLIC EQUATION OF THE SECOND ORDER
18. SOME FIXED POINT THEOREMS