NOUVELLE DÉMONSTRATION D'UNE PROPRIÉTÉ ASYMPTOTIQUE DES SOLUTIONS D'UN PROBLÈME DE FOURIER

Articles in the same Issue

1. Titelei
2. Contents
3. ON THE COMPLETENESS OF CERTAIN SYSTEMS
4. ON THE PRODUCT OF TWO ALMOST PARACONTACT MANIFOLDS
5. CYCLICAL LIFE TESTS WITH GAMMA DISTRIBUTION AS THE TEST MODEL
6. NOUVELLE DÉMONSTRATION D'UNE PROPRIÉTÉ ASYMPTOTIQUE DES SOLUTIONS D'UN PROBLÈME DE FOURIER
7. GENERAL APPROACH TO LINE GRAPHS OF GRAPHS
8. INVARIANT SUBMANIFOLDS OF AN f(3, - l)-MANIFOLD WITH COMPLEMENTED FRAMES
9. NON-LEIBNIZ COMPONENTS IN NON-COMMUTATIVE ALGEBRAS WITH UNIT
10. VARIETIES OF COMMUTATIVE BCK-ALGEBRAS NOT GENERATED BY THEIR FINITE MEMBERS
11. ON A NONLINEAR BOUNDARY VALUE PROBLEM FOR HIGHER ORDER INTEGRODIFFERENTIAL EQUATIONS
12. COVERING PLANE SETS WITH SETS OF THREE TIMES LESS DIAMETER
13. „ТЕПЛОВАЯ ДИФРАКЦИЯ" НА ГЛАДКОЙ ВЫПУКЛОЙ ОБЛАСТИ
14. ON THE CONJUGATES OF SOME OPERATOR SPACES, I
15. APPLICATION OF INTEGRAL TRANSFORMS TO SOLVING LINEAR EQUATIONS
16. THE HAHN-BANACH THEOREM FOR TOTALLY CONVEX SPACES
17. ON SOME CONDITION OF THE EQUALITY OF CLASSES OF CONTINUOUS FUNCTIONS WITH DIFFERENT TOPOLOGIES
18. ON THE APPLICATION OF THE LEGENDRE POLYNOMIALS TO THE DIRICHLET PROBLEM FOR THE LAPLACE EQUATION
19. CENTRAL DERIVATIONS OF LIE ALGEBRAS
20. IDEALS IN FSJ(r)
21. A GRAPH WITH MEAN DISTANCE BEING A GIVEN RATIONAL
22. GENERALIZED SOLUTIONS OF A GOURSAT PROBLEM FOR A POLYVIBRATING EQUATION OF D. MANGERON
23. NONLINEAR COMPOUND PROBLEM FOR ELLIPTIC SYSTEM IN THE PLANE