Home REMARKS ON MANIFOLDS ADMITTING TOTALLY UMBILICAL HYPERSURFACES
Article Open Access

REMARKS ON MANIFOLDS ADMITTING TOTALLY UMBILICAL HYPERSURFACES

  • Zbigniew Olszak
Published/Copyright: December 19, 2017
Become an author with De Gruyter Brill

Published Online: 2017-12-19
Published in Print: 1978-7-1

© by Zbigniew Olszak

Articles in the same Issue

  1. Titelei
  2. Contents
  3. ON SOME RELATIONS OF TANGENCY OF ARCS IN METRIC SPACES
  4. EIN NICHT-LINEARES RANDPROBLEM DER FLACHEN ELASTIZITÄTTHEORIE
  5. ON SOME MEANS OF DOUBLE FOURIER SERIES OF CONTINUOUS FUNCTIONS
  6. INVESTIGATIONS THE BOUNDEDNESS OF THE SOLUTIONS FOR THE EQUATION OF THE LONGITUDINAL VIBRATIONS OF THE BAR
  7. NON-CONTINUOUS AND NON-LINEAR HILBERT-HASEMAN PROBLEM FOR A SYSTEM OF ARBITRARY POWER
  8. SUR LES ÉQUATIONS QUI NE DEVRAIENT PAS OSCILLER
  9. ON CERTAIN ITERATED SINGULAR INTEGRALS
  10. ON THE OPTIMAL CHOICE FROM A SAMPLE DRAWN FROM A KNOWN DISTRIBUTION
  11. REMARKS ON FUNCTOR CATEGORIES
  12. DECOMPOSITION OF QUASI-KAHLER MANIFOLDS WHICH SATISFY THE FIRST CURVATURE CONDITION
  13. REMARKS ON MANIFOLDS ADMITTING TOTALLY UMBILICAL HYPERSURFACES
  14. UNIFORM CONVERGENCE OF SEQUENCES OF FUNCTIONS WITH VALUES IN A TOPOLOGICAL SPACE
  15. ON THE COMPLETENESS OF CERTAIN SYSTEMS OF FUNCTIONS IN THE SPACES LJ(0,∞) AND L2 ( - i∞,i∞)
  16. A CONJUGACY PROBLEM OF POTENTIAL THEORY ARISING IN CALCULUS OF VARIATIONS
  17. ON SOME CLASSES OF ßSTARLKE AND OF QUASI-ß-STARLIKE MEROMORPHIC k-SYMMETRIC FUNCTIONS
  18. SUR UN PROBLÈME GÉNÉRALISÉ DE FOURIER POUR UN SYSTÈME D'ÉQUATIONS INTÉGRO - DIFFÉRENTIELLES
  19. SOME NOTE ON CHANGES OF RIEMANNIAN METRIC IN GEOMETRY OF SUB MANIFOLDS
  20. BOUNDEDNESS AND STABILITY OF SOLUTIONS OF SOME HYPERBOLIC EQUATIONS
  21. THE SECRETARY PROBLEMTHE CASE WITH MEMORY FOR ONE STEP
  22. ON QUASI-INVARIANCE OF PRODUCT MEASURES
  23. HOW TO DECREASE THE COMBINATORY COMPLEXITY
  24. DETERMINING IDEALS OF A GIVEN FINITE INDEX IN A FINITELY PRESENTED SEMIGROUP
  25. PIECEWISE MONOTONIC TRANSFORMATIONS OF THE DISCRETE STOCHASTIC PROCESSES
  26. A CONTACT PROBLEM IN THE THEORY OF ELASTICITY
  27. PAPPUS'SCHE EIGENSCHAFT DES LINIENRAUMES
Downloaded on 13.9.2025 from https://www.degruyterbrill.com/document/doi/10.1515/dema-1978-0312/html
Scroll to top button