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Approximation of the Signorini problem in plane elastostatics

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Theory of Nonlinear Operators
Ein Kapitel aus dem Buch Theory of Nonlinear Operators
© 2022 Walter de Gruyter GmbH, Berlin/Munich/Boston

© 2022 Walter de Gruyter GmbH, Berlin/Munich/Boston

Kapitel in diesem Buch

  1. Frontmatter 1
  2. Preface 3
  3. Inhaltsverzeichnis 5
  4. Invited Lectures
  5. Boundary control of parabolic equations: L-Q-R theory 11
  6. On the asymptotic behaviour of the solution of variational inequalities 25
  7. Extension theorems of Hahn-Banach type and monotone operators 41
  8. Approximation of integral functionals and numerical solution of variational problems 51
  9. Variational noncoercive nonlinear problems 61
  10. On the theory of optimal control of dynamical systems 71
  11. On Cauchy's problem for the spatially one-dimensional Zakharov system 79
  12. Evolution equations in the theory of plasticity 97
  13. Dual finite element analysis for some unilateral boundary value problems 109
  14. Bifurcation in reaction-diffusion systems 117
  15. On some parameter determination problems and quasi-yariational inequalities 129
  16. On the determination of some rheologic properties of mechanical media 141
  17. Some methods for finding of eigenvalues and eigenvectors of linear and nonlinear operators 159
  18. Bifurcation under nonlinear loading 167
  19. On the determination of Junctional parameters in some parabolic differential equation 175
  20. On. second order evolution inequalities of Volterra type 185
  21. Variational inequalities of elasto-plasticity with internal state variables 195
  22. On nonlinear divergence equations 205
  23. Nonlinear eigenvalue problems and the existence of nonzero fixed points for A-proper mappings 215
  24. Gestörte Projektionsverfahren und einige ihrer Anwendungen 229
  25. On a class of nonlinear eigenvalue problems with non-invertiblc linear part 239
  26. Some classes of non-linear operators generalizing the metric projections onto CebySev subspaces 245
  27. Numerical experiments on the identification of heat conduction coefficients 259
  28. On an iteration procedure 269
  29. Necessary optimality conditions for control processes with singular integral equations and elliptic equations 279
  30. On the numerical treatment of wave-envelope equations 293
  31. Communications
  32. An obstacle problem and its solution by quasi-variational inequalities 303
  33. On the speed of convergence of iteration methods 309
  34. Numerical results of parameter identification in partial differential equations 315
  35. A general Hahn-Banach type theorem 323
  36. Abstracts of communications
  37. On a problem of optimal control in abstract spaces 337
  38. On the stability of discretization methods for boundary value problems 341
  39. Two remarks on functional analysis 345
  40. On a relation between (K)- and (Q)-convergence of a net of sets 347
  41. Theory of Frechet cones and nonlinear analysis 349
  42. Optimality conditions in polyoptimization 353
  43. On optimal control of elliptic systems 357
  44. The buckling of axially compressed circular cylindrical shells with free edges 361
  45. Stabilization of solutions of abstract parabolic equations 365
  46. Non-linear problems of the orthogonal anisotropic shallow shells 367
  47. Некоторые сравнительные теоремы для нелинейных дифференциальных неравенств с последействием 371
  48. On some type of nonlinear equations 375
  49. On the question of controllability of nonlinear dynamical systems 377
  50. Approximation of the Signorini problem in plane elastostatics 381
  51. An asymptotic expansion of the solution of ordinary differential equations containing a small parameter in the highest derivative 385
  52. On eigenvalue equations in convex cones 389
  53. Asymptotic behaviour of some function systems 393
  54. On the asymptotic behaviour of the period of limit cycles bifurcating from a critical point 397
  55. Methods of function theory for the solution of non-linear partial differential equations 399
  56. On the solution of a boundary control problem at the stationary heat transfer equation 403
  57. On the numerical solution of a variational inequality 405
  58. On some inverse problem for a system of one-dimensional diffusion equations 409
Heruntergeladen am 5.5.2026 von https://www.degruyterbrill.com/document/doi/10.1515/9783112573921-045/html?lang=de
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