SOME CHARACTERIZATION OF DUAL SPACE OF ORLICZ-SLOBODECKII SPACE

Articles in the same Issue

1. Titelei
2. Contents
3. SOME PROPERTIES OF THE HAUSDORFF DISTANCE IN PROBABILISTIC METRIC SPACES
4. SINGULARITIES OF PRINCIPAL-DIRECTED CURVES IN THE PLANE, II
5. IDEMPOTENT AND DISTRIBUTIVE GROUP RELATED GROUPOIDS, I
6. IDEMPOTENT AND DISTRIBUTIVE GROUP RELATED GROUPOIDS, II
7. ON BOREL SETS MODULO A ϑ-IDEAL
8. CERTAIN CLASSES OF p-VALENT ANALYTIC FUNCTIONS
9. THE INEQUALITY cn(PSL(n, K) < 4 HOLDS FOR n = 2,3 AND INFINITE FIELD K
10. CONTACT CR-SUBMANIFOLDS OF A NEARLY SASAKIAN MANIFOLD
11. SOME CHARACTERIZATION OF DUAL SPACE OF ORLICZ-SLOBODECKII SPACE
12. CHARACTERIZATIONS OF POLYNOMIALS IN RIGHT INVERTIBLE OPERATORS
13. STABILITY AND RANDOM INTEGRAL REPRESENTATIONS OF LIMIT LAWS
14. FK SPACES THAT INCLUDE STRONGLY j4-SUMMABLE SEQUENCES
15. ON A CERTAIN SUBCLASS OF (⍺, ω)-PARTITIONABLE GRAPHS
16. ON UPPER AND LOWER ALMOST ⍺-CONTINUOUS MULTIFUNCTIONS
17. FURTHER RESULTS ON IDEALS
18. ON SOME SUFFICIENT CONDITIONS FOR UNIVALENCE IN Cⁿ
19. ALMOST SEMI-INVARIANT SUBMANIFOLDS OF AN ¿-FRAMED METRIC MANIFOLD
20. SOME FIXED POINT THEOREMS
21. ON ORDER CONTINUITY OF QUANTUM STRUCTURES AND THEIR HOMOMORPHISMS
22. BEST APPROXIMATION AND BEST SIMULTANEOUS APPROXIMATION IN ULTRAMETRIC SPACES
23. A CHARACTERIZATION OF THE MONGE PROPERTY AND ITS CONNECTION TO STATISTICS
24. HOMOLOGY OF THE GROUP OF LEAF PRESERVING HOMEOMORPHISMS
25. A NOTE ON A CHARACTERIZATION OF THE GAMMA DISTRIBUTION BY REGRESSION OF POLYNOMIAL STATISTICS ON RESIDUALS