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Analog of van der Waerden's continuity theorem and the validity of Mishchenko's conjecture for relatively compact homomorphisms of arbitrary locally compact groups

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참고문헌 (17)

  1. E. Breuillard, "On dense free subgroups of Lie groups", 261, pp.448~467 (2003)
  2. R. W. Bagley, "Pro-Lie Groups", 287(2), pp.829~838 (1985)
  3. L. G. Brown, "Continuity of actions of groups and semigroups on Banach spaces", 62(2), pp.107~116 (2000)
  4. W. W. Comfort, "?Handbook of Set-Theoretic Topology", pp.1263~ (1984), ? North-Holland
  5. M. Got, "? Lecture Notes in Pure and AppliedMathematics" (1978), Inc.
  6. S. Helgason, "“Differential Geometry and Symmetric Spaces" (1978), ” Academic Press
  7. K. H. Hofmann, "The Structure of Compact Groups" (1998), de Gruyter, Berlin
  8. M. A. Naimark, "?Theory of Group Representations" (1982), ? Springer-Verlag
  9. M. Rajagopalan, "Characters of locally compact abelian groups", pp.272~ (1964)
  10. A. I. Shtern, "Continuity criteria for finite-dimensional representations of compact connectedgroups", 6, pp.141~156 (2003)
  11. A. I. Shtern, "Criteria for the continuity of finite-dimensional representations of connected locally compact groups", 195, pp.145~159 (2004)
  12. A. I. Shtern, "Almost periodic functions and representations in locally convex spaces", 60(3), pp.97~168 (2005)
  13. A. I. Shtern, "Weak and strong continuity of representations of topologically pseudocomplete groups inlocally convex spaces", 197, pp.155~176 (2006)
  14. A. I. Shtern, "Automatic continuity of pseudocharacters on Hermitian symmetric semisimple Lie groups", 12, pp.1~8 (2006)
  15. A. I. Shtern, "Van der Waerden continuity theorem for arbitrary semisimple Lie groups", 13, pp.210~223 (2006)
  16. A. I. Shtern, "Van der Waerden continuity theorem for the Poincar?e group and for some other groupextensions", 1(1), pp.79~90 (2006)
  17. A. I. Shtern, "Van der Waerden?s continuity theorem for the commutator subgroups of connected Liegroups and Mishchenko?s conjecture", 13(2), pp.143~158 (2006)

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