BOUNDED LINEAR OPERATORS ON CONVERGENT SEQUENCES WITH TERMS IN A BANACH SPACE

Articles in the same Issue

1. ON THE SCHWARTZ'S HANKEL TRANSFORMATION OF DISTRIBUTIONS
2. SUFFICIENT CONDITIONS FOR OSCILLATION AND NONOSCILLATION OF SOLUTIONS OF A CLASS OF SECOND ORDER FUNCTIONAL DIFFERENTIAL EQUATIONS
3. STRONG ASYMPTOTICS AND THE ASYMPTOTIC ZERO DISTRIBUTIONS OF LAGUERRE POLYNOMIALS L_n^(an+α) AND HERMITE POLYNOMIALS Η_n^(an+α)
4. p-HARMONIC OBSTACLE PROBLEMS PART IV: UNBOUNDED SIDE CONDITIONS
5. Matrix Summability of Statistically Convergent Sequences
6. BOUNDED LINEAR OPERATORS ON CONVERGENT SEQUENCES WITH TERMS IN A BANACH SPACE
7. ON THE SERIES DEFINED BY DIFFERENTIAL EQUATIONS, WITH AN EXTENSION OF THE PUISEUX POLYGON CONSTRUCTION TO THESE EQUATIONS
8. DUALS OF H-CONES
9. THE ZERO DISTRIBUTION OF THE PARTIAL PRODUCTS OF POWER PRODUCT EXPANSIONS
10. TAUBERIAN THEOREMS FOR WEIGHTED LAPLACE TRANSFORMS
11. DIRECTIONAL EXTENSIONS OF UNIVARIATE OPERATORS AND BOOLEAN SUM APPROXIMATION
12. Instructions for Authors