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Numerische Mathematik
Tome 26 (1976)
Précédent Suivant


Energy and Momentum Conserving Methods of Arbitrary Order for the Numerical Integration of Equations of Motion. II. Motion of a System of Particles.
R.A. LaBudde ; D. Greenspan
p. 1-16

Obere Schranken für Eigenwerte von Eigenwertaufgaben der Form (...2 I Â?...A Â? B) x = 0 . - Upper Bounds for Eigenvalues of Quadratic Eigenvalue Problem.
H. Linden
p. 17-26

On the Computation of the Galois Group over the Quotient Field of C [...].
J.P. Eckmann
p. 27-38

A Combined Finite Element and Marker and Cell Method for Solving Navier-Stokes Equations.
V. Girault
p. 39-60

Error Estimates for Miller's Algorithm.
A. van der Sluis ; R.M.M. Mattheij
p. 61-78

On Finite Element Methods for Plasticity Problems.
C. Johnson
p. 79-84

A Mixed Finite Element Method Close to the Equilibrium Model.
J. Haslinger ; I. Hlavácek
p. 85-98

A Symmetric Numerical Range for Matrices.
H. Schneider ; B.D. Saunders
p. 99-106

Error Bounds for Finite Element Solutions of Mildly Nonlinear Elliptic Boundary Value Problems.
M.A. Noor ; J.R. Whiteman
p. 107-116

Truncation Error Analysis by Means of Approximant Systems and Inclusion Regions.
W.B. Jones
p. 117-154

Ritz-Galerkin Approximations in Blending Function Spaces.
J.C. Cavendish ; C.A. Hall ; W.J. Gordon
p. 155-178

Discrete, Linear Approximation Problems in Polyhedral Norms.
M.R. Osborne ; D.H. Anderson
p. 179-190

The Optimal Recovery of Smooth Function.
C.A. Micchelli ; T.J. Rivlin ; S. Winograd
p. 191-200

Optimale Differentiations- und Integrationsformeln in C0 [a, b]. - Optimal Differentiation and Integration Formulas in C0 [a, b].
D. Pallaschke
p. 201-210

Geometric Convergence of Rational Approximations to e-z in Infinite Sectors.
E.B. Saff ; R.S. Varga ; W.C. Ni
p. 211-225

[unknown]
p. 226

Collocation Methods for Parabolic Partial Differential Equations in One Space Dimension.
H. Cerutti ; S.V. Parter
p. 227-254

A Mixed Finite Element Method for the Solution of the von Kármán Equations.
T. Miyoshi
p. 255-270

On the Possibility of Two-Sided Error Bounds in the Numerical Solution of Initial Value Problems.
M.N. Spijker
p. 271-300

Weak Stability and Weak Discrete Convergence of Continuous Mappings.
F. Stummel
p. 301-316

Parallel Laguerre Iterations: The Complex Case.
I. Gargantini
p. 317-324

Note sur la méthode Bernoulli.
M. Mignotte
p. 325-326

A Modified Continuation Method for the Numerical Solution of Nonlinear Two-Point Boundary Value Problems by Shooting Techniques.
P. Deuflhard ; H.J. Pesch ; P. Rentrop
p. 327-344

On the Sharpness of Theorems Concerning Zero-Free Regions for Certain Sequences of Polynomials.
E.B. Saff ; R.S. Varga
p. 345-354

An Integral-Interpolation Iterative Method for the Solution of Scalar Equations.
B. Kacewicz
p. 355-366

Explicit Finite Element Schemes for First Order Symmetric Hyperbolic Systems.
M.S. Mock
p. 367-378

Differenzverfahren für Schwingungen mit trockener und zäher Reibung und für Regelungssysteme. -A Finite Difference Method in Forced Vibrations with Combined Viscous and Coulomb Damping and in Feedback Control
K. Taubert
p. 379-396

A Refinement Process for Collocation Approximations.
M. van Veldhuizen
p. 397-408

Zur Konvergenz des Peaceman-Rachford-Verfahrens. -On the Convergence of the Peaceman-Rachford Iterative Method.
G. Alefeld
p. 409-420

Existenz und erste Einschließung positiver Lösungen bei superlinearen Randwertaufgaben zweiter Ordnung. -Existence and First Bounds of Positive Solutions of Superlinear Second-Order Boundary Value Problems.
J. Sprekels
p. 421-428

Reduktionsverfahren für Differenzengleichungen bei Randwertaufgaben II. -Solving Difference Equations for Boundary Value Problems by Reduction Methods II.
J. Schröder ; U. Trottenberg ; H. Reutersberg
p. 429-459
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