All Stories

  1. Unconditional Integrability with Application to Ergodic Theorem
  2. On size function topology and fixed point theorems
  3. On Cartesian Nets and Fubini-Tonelli Type Theorem
  4. Extensions of the Lusin's Theorem, the Severini-Egorov's Theorem and the Riesz Subsequence Theorems
  5. On the Subspace Problem for Quasi-normed Spaces
  6. On the Riesz representation theorem and integral operators
  7. On Non-metric Covering Lemmas and Extended Lebesgue-differentiation Theorem
  8. On Natural Characterizations of Tensor Integrability
  9. A New General Approach to Vector Valued Stochastic Integration
  10. Tensor Integral: A New Comprehensive Approach to the Integration Theory
  11. On the Differentiability of Vector Valued Additive Set Functions
  12. VECTOR MEASURES OF BOUNDED SEMIVARIATION AND ASSOCIATED CONVOLUTION OPERATORS
  13. On the near differentiability property of Banach spaces
  14. A concise approach to mathematical analysis, by Mangatiana A. Robdera. Pp. 362. £18.95. 2003. ISBN 1 85233 552 1 (Springer-Verlag).
  15. Equivalence Properties For The Radon-Nikodym Property Types and The Complete Continuity Property Types Of Banach Spaces
  16. Elements of Integration
  17. A Concise Approach to Mathematical Analysis
  18. Sequences
  19. Numbers and Functions
  20. Continuous Functions
  21. Series
  22. Limits and Continuity
  23. Differentiation
  24. Introduction to the Lebesgue Integral
  25. Elements of Fourier Analysis
  26. Local Structure on the Real Line
  27. Sequences and Series of Functions
  28. Complete continuity properties of Banach spaces associated with subsets of a discrete abelian group
  29. The Analytic Complete Continuity Property
  30. Convolution operators associated with vector measures