Numerical Analysis | Proceedings of the Third IIMAS Workshop Held at Cocoyoc, Mexico, January 1981 | ISBN 9783540111931

Numerical Analysis

Proceedings of the Third IIMAS Workshop Held at Cocoyoc, Mexico, January 1981

herausgegeben von J.P. Hennart
Buchcover Numerical Analysis  | EAN 9783540111931 | ISBN 3-540-11193-X | ISBN 978-3-540-11193-1

Numerical Analysis

Proceedings of the Third IIMAS Workshop Held at Cocoyoc, Mexico, January 1981

herausgegeben von J.P. Hennart

Inhaltsverzeichnis

  • Merit functions for nonlinear programming problems.
  • Global convergence of Newton-Like methods.
  • Topics in global optimization.
  • The tunnelling method for solving the constrained global optimization problem with several non-connected feasible regions.
  • An approach to nonlinear l 1 data fitting.
  • Towards a unified approach to data smoothing.
  • Generalizing the LINPACK condition estimator.
  • Demonstration of a matrix Laboratory.
  • A fast algorithm for the Euclidean distance location problem.
  • Discrete pressure equations in incompressible flow problems.
  • Standing waves in diffusive reacting systems.
  • A study of the stability of the interface between two inmiscible viscous fluids.
  • Solving Large nonlinear systems of equations arising in mechanics.
  • Smooth monotone spline interpolation.
  • Some hybrid implicit stiffly stable methods for ordinary differential equations.
  • Developing effective multistep methods for the numerical solution of systems of second order initial value problems.
  • Numerical solution of singular two-point boundary-value problems by invariant imbedding.
  • Difficulties in evaluating differential equation software.
  • Topics in finite element discretization of parabolic evolution problems.
  • A class of exponentially fitted piecewise continuous methods for initial value problems.
  • Recursive quadratic programming algorithms and their convergence properties.
  • Dual and primal-dual methods for solving strictly convex quadratic programs.
  • The design and use of a frontal scheme for solving sparse unsymmetric equations.