Startseite Complex-type description of 3-dimensional hyperbolic geometry
Artikel Open Access

Complex-type description of 3-dimensional hyperbolic geometry

  • Grzegorz Lewandowski und Krzysztof Prazmowski
Veröffentlicht/Copyright: 19. Dezember 2017
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Published Online: 2017-12-19
Published in Print: 1988-10-1

© by Grzegorz Lewandowski

Artikel in diesem Heft

  1. Titelei
  2. Contents
  3. Professor Edward Otto (1908—1986)
  4. A theorem on axes of relative screw motions of three rigid bodies of a spatial kinematic chain
  5. Les intégrales paramétriques multiples dépendant des dérivées du second ordre
  6. Convergence scales for the sun point projections with double converging scale
  7. On the geometry of oriented hyperplanes in multidimensional metric-projectives spaces
  8. On locally countably generated differential spaces
  9. An axiom system describing degenerate hyperbolic planes in terms of directed parallelity
  10. On some representations of groupoid modes satisfying the reduction law
  11. Stabilized sequences of algebras
  12. Some remarks on the balanced situation in the theory of conflicts
  13. Some remarks on safety in conflict theory
  14. Some remarks on perpendicular projection
  15. Contributions to the theory of paraanalytic functions
  16. Property (c) and interpolation formulae induced by right invertible operators
  17. On congruence convex BCK-algebras
  18. Existence and stability of global classical solutions for semilinear parabolic equations of order 2M
  19. An axiom system for the line geometry
  20. A note on maximal hamiltonian cycles in the square of a graph
  21. The Poncelet configuration of closing for normal curves
  22. A geometrical proof of the generalized Pappus theorem
  23. Complex-type description of 3-dimensional hyperbolic geometry
  24. Investigation of infinite systems of differential equations
  25. Some relations between almost symplectic, pseudo-Riemannian and almost product structures on differential spaces
  26. On curvature structures and projections
  27. An application of the finite element method to the initial value problem for a system of ordinary differential equations
  28. The structure of descriptive geometry of the four- -dimensional Lobachevski space
Heruntergeladen am 8.9.2025 von https://www.degruyterbrill.com/document/doi/10.1515/dema-1988-0422/html
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