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A boundary value problem for a system of hyperbolic differential equations in ℝm

Published/Copyright: December 20, 2017
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Published Online: 2017-12-20
Published in Print: 1990-7-1

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Articles in the same Issue

  1. Titelei
  2. Contents
  3. О УСЛОВНОМ ПРОЦЕССЕ С ДИФРАКЦИЕЙ НА ГЛАДКОЙ ОБЛАСТИ В R2
  4. The Kuroš-Ore property, replaceable irredundant decompositions
  5. Parallel cross sections and canonical frames in normal bundles of immersed manifolds in Euclidean space
  6. Application of Legendre polynomials method for some optimal control problems
  7. Lp - approximation by combination of modified Szasz-Mirakyan operators
  8. On an integral inequality in two variables
  9. On singular integral equation in Euclidean space E3
  10. Concerning some sequences of iterates in Rn-space
  11. Necessary conditions for optimality in problems with hyperbolic partial differential equations
  12. Matrix of fundamental solutions for the system of dynamic equations of classical three-dimensional thermoelasticity theory
  13. Some remarks on modular approximation by a filtered family of linear operators
  14. Partial exponential approximation
  15. One new existence theorem for the generalized symmetric Riemannian spaces with solvable isometry group
  16. A general coincidence theorem
  17. On some problems for the system of diffusion equations with overspecified boundary data
  18. Notes on sums of Boolean algebras and logics
  19. On the convergence of Mann iterates to a common fixed point for a pair of mappings
  20. On the hyperbolic equation Zxy = f(x,y,z) in Banach spaces
  21. Farthest points in ultrametric spaces
  22. An example of ambivalent, approximately continuous but not strongly Baire 1 function
  23. On the relationship between bounded solutions of linear and quasilinear differential equations in Banach spaces
  24. On the spectrum of right inverses
  25. Über ein abzählbares system gewöhnlicher linear Differentialgleichungen von Bandstruktur
  26. A boundary value problem for a system of hyperbolic differential equations in ℝm
  27. Some remarks on 0-groups
  28. A theorem on representation of algebraic systems admitting a full set numerical functional
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