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Numerische Mathematik
Tome 9 (1966)
Précédent
Suivant
Handbook Series Linear Algebra. The Jacobi Method for Real Symmetric Matrices.
H. RUTISHAUSER
p. 1-10
On the Convergence of the Classical Jacobi Method for Real Symmetric Matrices with Non-Distinct Eigenvalues.
H.P.M. van KEMPEN
p. 11-18
On the Quadratic Convergence of the Special Cyclic Jacobi Method.
H.P.M. van KEMPEN
p. 19-22
Convergence of the Newton Process to Multiple Solutions.
L.B. RALL
p. 23-37
Some Approximate Integration Formulas of Degree 3 for an n-Dimensional Simplex.
A.H. STROUD
p. 38-45
Separation Theorems for Normalizable Matrices.
A.S. HOUSEHOLDER
p. 46-50
The Uniform Convergence of Matrix Powers.
M.L. BUCHANAN
;
B.N. PARLETT
p. 51-54
Error Analysis for the Newton-Raphson Method.
P. LANCASTER
p. 55-68
Über die Notwendigkeit einer Fehlerschranken-Arithmetik für Rechenautomaten.
K. NICKEL
p. 69-79
Die numerische Berechnung der Wurzeln eines Polynoms.
K. NICKEL
p. 80-98
Correcting Approximations to Multiple Roots of Polynomials.
J.W. DANIEL
p. 99-103
Bestimmung der Eigenwerte orthogonaler Matrizen.
H. RUTISHAUSER
p. 104-108
Matrix Inequalities.
M. FIEDLER
p. 109-119
Truncation Error Estimates for Stieltjes Fractions.
P. HENRICI
;
P. PFLUGER
p. 120-138
Note on the Iterative Refinement of Least Squares Solution.
J.H. WILKINSON
;
G. H. GOLUB
p. 139-148
Operator-Ungleichungen und ihre numerische Anwendung bei Randwertaufgaben.
J. SCHRÖDER
p. 149-162
Some Generalizations of Positive Definiteness and Monotonicity.
M. FIEDLER
;
V. PTÁK
p. 163-172
Inclusion Sets for Roots of Polynomials.
F.L. BAUER
p. 173-176
Handbook Series Methods of Approximation. Rational Chebyshev Approximation Using Interpolation.
J. STOER
;
W.J. CODY
p. 177-188
Recherche d'une M-matrice parmi les minorantes d'un opérateur linéaire.
F. ROBERT
p. 189-199
Error Bounds for the Evaluation of Integrals by Repeated Gauss-Type Formulae.
F. STENGER
p. 200-213
Hausdorffsche Metrik und Approximationen.
B. PENKOV
;
BL. SENDOV
p. 214-226
A Comparison of Primal and Dual Methods of Linear Programming.
V. KLEE
p. 227-235
A Second Order Finite Difference Analog of the First Biharmonic Boundary Value Problem.
J.H. BRAMBLE
p. 236-249
An Integral Equation Method in Conformai Mapping.
G. T. SYMM
p. 250-258
New Iterative Methods for Solution of the Eigenproblem.
W.W. BRADBURY
;
R. FLETCHER
p. 259-267
Addendum to
B. DEJON
p. 268-270
Handbook Series Numerical Integration. Numerical Quadrature by Extrapolation.
J. STOER
;
R. BULIRSCH
p. 271-278
Handbook Series Linear Algebra. Solution of Symmetric and Unsymmetric Band Equations and the Calculation of Eigenvectors of Band Matrices.
J.H. WILKINSON
;
R.S. MARTIN
p. 279-301
Asymptotic Expansions of the Discretization Error of Boundary Value Problems of the Laplace Equation in Rectangular Domains.
P. HOFMANN
p. 302-322
Relative Error Propagation in the Recursive Solution of Linear Recurrence Relations.
J. OLIVER
p. 323-340
Numerical Solution of Multi-Point Boundary Value Problems in Chebyshev Series. Theory of the Method.
M. URABE
p. 341-366
Some Multistep Formulae for Special High Order Ordinary Differential Equations.
B. SHAW
p. 367-378
ALWIN WALTHER, em. ord. Professor an der Technischen Hochschule Darmstadt. *6. 5. 1898 in Dresden-Reick, 4. 1. 1967.
R. SAUER
p. 379
Handbook Series Special Functions. Numerical Calculation of the Sine, Cosine and Fresnel Integrals.
R. BULIRSCH
p. 380-385
Handbook Series Linear Algebra. Calculation of the Eigenvalues of a Symmetric Tridiagonal Matrix by the Method of Bisection.
W. BARTH
;
J.H. WILKINSON
;
R.S. MARTIN
p. 386-393
Numerical Methods of High-Order Accuracy for Nonlinear Boundary Value Problems. I. One Dimensional Problem.
P.G. CIARLET
;
R.S. VARGA
;
M.H. SCHULTZ
p. 394-430
Direct Solution of Partial Difference Equations.
E. MERZRATH
p. 431-436
Bemerkungen über Differentialungleichungen bei abzählbaren Ausnahmemengen.
R.M. REDHEFFER
p. 437-445
On the Relation between Dynamic Relaxation and Semi-Iterative Matrix Methods.
W.R. HODGKINS
p. 446-451
On the Rate of Convergence of Optimal ADI Processes.
D. GAIER
;
J TODD
p. 452-459
Some Fifth Degree Integration Formulas for Symmetric Regions. II .
A.H. STROUD
p. 460-468