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APPROXIMATION THEOREM FOR A FIELD OF MEASURABLE OBSERVABLES OVER A W*-ALGEBRA

  • Ewa Ignaczak and Pawel Ignaczak
Published/Copyright: December 19, 2017
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Published Online: 2017-12-19
Published in Print: 1989-7-1

© by Ewa Ignaczak

Articles in the same Issue

  1. Titelei
  2. Contents
  3. ON VARIETIES OF ALGEBRAS DEFINED BY FIRST REGULAR IDENTITIES
  4. SOME REGULAR AND SINGULAR PAIRS OF BIRKHOFF INTERPOLATION
  5. THEOREMS ON MAPPINGS INTO HAUSDORFF SPACE
  6. CONNECTIONS ON TANGENT BUNDLES OF HIGHER ORDER
  7. DETERMINISTIC CONTROLLED SHIFT-REGISTERS
  8. NON-STRONGLY CONVERGING APPROXIMATION METHODS
  9. PRODUCTS OF SETS IN LINEAR GROUPS
  10. APPROXIMATION THEOREM FOR A FIELD OF MEASURABLE OBSERVABLES OVER A W*-ALGEBRA
  11. SOME ESTIMATIONS OF AVERAGED MODULI OF ENTIRE FUNCTIONS IN ORLICZ SPACES
  12. SOME SUFFICIENT CONDITIONS FOR UNIVALENCE OF HOLOMORPHIC FUNCTIONS
  13. ON SOME PROJECTIVELY RECURRENT SPACES
  14. THE EFFECT OF QUADRATURE ERRORS ON THE COLLOCATION-GALERKIN SOLUTION OF THE TWO-POINT BOUNDARY VALUE PROBLEM
  15. ON ANNULI CONTAINING THE ZEROS OF POLYNOMIALS
  16. THE HOMOMORPHISMS OF THE PSEUDO-ORTHOGONAL GROUP OF THE INDEX ONE INTO AN ABELIAN GROUP
  17. OPTIMIZATION OF THE SYSTEM DESCRIBED BY FREDHOLM'S INTEGRAL EQUATION
  18. ON A FORMULA CONCERNING STIELTJES STOCHASTIC DIFFERENTIALS
  19. DENSITY TOPOLOGY INVOLVING MEASURE AND CATEGORY
  20. CONNECTIONS BETWEEN THE GENERALIZED FOURIER TRANSFORM AND THE FOURIER GAP SERIES
  21. ON THREE DIMENSIONAL PSEUDO-UMBILICAL ISOTROPIC SUBMANIFOLDS
  22. ON AN INVERSE PROBLEM FOR THE NORMAL SINGULAR INTEGRALS
  23. GENERALIZATION OF THE PASCAL THEOREM TO THE N-DIMENSIONAL PROJECTIVE SPACE
  24. THE FUNCTIONAL LAW OF THE ITERATED LOGARITHM FOR WEAKLY MULTIPLICATIVE SYSTEMS
  25. K-THEORY FOR IM-BUNDLES
  26. VARIATIONAL FORMULATION FOR A HYPERBOLIC PROBLEM
  27. ON SOME RETROSPECTIVE AND PROSPECTIVE EQUATIONS FOR A VECTOR-VALUED QUASI-DIFFUSION PROCESS
  28. VARIATIONAL FORMULATION FOR A HOMOGENEOUS DIRICHLET PROBLEM FOR A PARABOLIC EQUATION
  29. A FORMULA FOR THE NUMBER OF RETRACTS OF FINITE BOOLEAN ALGEBRAS
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