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Dual of Non-Commutative Lp∞-Spaces with 0 < p ≤ 1

  • Leszek Jan Ciach
Published/Copyright: December 20, 2017
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Published Online: 2017-12-20
Published in Print: 1997-1-1

© by Leszek Jan Ciach

Articles in the same Issue

  1. The Logic Induced by a System of Homomorphisms and Its Various Algebraic Characterizations
  2. On the Structure of Fixed Point Sets of “K-Set-Contractions” in B0 Spaces
  3. The Lattice of Rough Subsets of a Rough Set. The Category of Rough Sets
  4. A Common Fixed Point Theorem for Compatible Mappings
  5. A Note on Precontinuity and Quasicontinuity for Multifunctions
  6. Oscillatory Behaviour of First Order Linear Neutral Differential Equations with Distributed Delays
  7. Some Remarks on Orthogonality and Best Approximation
  8. Some Fixed Point Theorems in Quasi-Metric Spaces
  9. On Automorphisms of Prime Rings with Involution
  10. On Connections Among some Orthomodular Structures
  11. Some Integral Form of the Logarithm in Commutative Banach Algebras
  12. Rate of Convergence of Modified Baskakov Operators
  13. Some Remarks on 2-Elements and 2-Subgroups of Finite Groups
  14. Dual of Non-Commutative Lp∞-Spaces with 0 < p ≤ 1
  15. The Semi-Darkness of Heat Diffraction on the Polyhedron Area
  16. On the Strong Componentwise Stability and H-Matrices
  17. On A System Of Nonlinear Singular Integral Equations In An Euclidean Space Rn
  18. Analytic Formulae for Determinant Systems for a Certain Class of Fredholm Operators in Banach Spaces
  19. Classification of Five-Dimensional Lie Algebras of Class T2
  20. The Generalized Fourier Transforms of Slowly Increasing Functions
  21. The Kolmogorov-Sinaj Theorem on Generators for Fuzzy Dynamical Systems
  22. On Classification of the Linear Lagrangian and Isotropic Subspaces
  23. The Decomposition of Any Projectivity of the Projective Plane Onto some Special Central Collineations
  24. An Existence Theorem for a Parabolic Differential Equation in l{A) Based on the Tarski Fixed Point Theorem
  25. Maps on Complex Manifolds into Grassmann Spaces Defined by Reproducing Kernels of Bergman Type
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