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Numerische Mathematik
Tome 19 (1972)
Précédent
Suivant
A Collocation Method for Boundary Value Problems.
R.D. Russell
;
L.F. Shampine
p. 1-28
Über die näherungsweise Lösung nichtlinearer Integralgleichungen.
H. Amann
p. 29-45
Positivity of the Cotes Numbers for some Jacobi Abscissas.
R. Askey
p. 46-48
The Remainder Term in Quadrature Formulae.
A. van der Sluis
p. 49-55
Nullstelleneinschließung mit dem Newton-Verfahren ohne Invertierung von Intervallmatrizen.
G. Alefeld
;
J. Herzberger
p. 56-64
Chebyshevian Multistep Methods for Ordinary Differential Equation.
T. Lyche
p. 65-75
Partitioned Matrices and Seidel Convergence.
J.L. Brenner
;
J. de Pillis
p. 76-80
Approximation in the Finite Element Method.
G. Strang
p. 81-98
Error Bounds for the Solution of Nonlinear Two-point Boundary Value Problems by Galerkin's Method.
J.J. Blair
p. 99-109
Simultaneous L1 Approximation of a Compact Set of Real-Valued Functions.
M.P. Carroll
p. 110-115
Splinefunktionen bei der Lösung von Integralgleichungen.
H. Antes
p. 116-126
On Finite Element Approximations to Time-Dependent Problems.
G. Fix
;
N. Nassif
p. 127-135
Interpolation a plusieurs variables sur la sphere.
G. Tissier
p. 136-145
On the Convergence of Interpolating Periodic Spline Functions of High Degree.
M. von Golitschek
p. 146-154
Higher Order Convergence Results for the Rayleigh-Ritz Method Applied to Eigenvalue Problems: 2. Improved Error Bounds for Eigenfunctions.
R.S. Varga
;
J.G. Pierce
p. 155-169
On Complex Eigenvalues of M and P Matrices.
R.B. Kellogg
p. 170-175
Note on Matrices with a Very Ill-Conditioned Eigenproblem.
J.H. Wilkinson
p. 176-178
Ermittlung des konformen Moduls von Vierecken mit Differenzenmethoden.
D. Gaier
p. 179-194
Ergodic Computations with Continued Fractions and Jacobi's Algorithm.
M.S. Waterman
;
W.A. Beyer
p. 195-205
A Note on Sub-Multiplicative Norms.
P. Lancaster
p. 206-208
A Comparison of Some Bounds for the Nontrivial Eigenvalues of Stochastic Matrices.
C. Zenger
p. 209-211
Numerical Solution of Volterra Integral Equation.
J. Steinberg
p. 212-217
A Basic Theorem in the Computation of Ellipsoidal Error Bounds.
K.G. Guderley
;
C.L. Keller
p. 218-229
Über Konvergenzkriterien für numerische Differentiationsverfahren.
H. Engels
p. 230-237
On the Computation of Inclusion Regions for Partitioned Matrices.
R.L. Johnston
;
D.D. Olesky
p. 238-247
The Numerical Solution of Fredholm Integral Equations of the Second Kind with Singular Kernels.
K. Atkinson
p. 248-259
Bemerkung zu einer Arbeit von W. Wetterling über positive Operatoren.
K.P. Hadeler
p. 260-265
Error Bounds for the Galerkin Method Applied to Singular and Nonsingular Boundary Value Problems.
J.G. Pierce
;
J.W. Dailey
p. 266-282
A priori Estimates for Truncation Error of Continued Fractions K(1 bn)
D.A. Field
;
W.B. Jones
p. 283-302
Normes et algorithmes associés à une découpe de matrice. (Itération du principe de Gauss-Seidel).
F. Robert
;
J.F. Maitre
p. 303-325
Reduced Piecewise Bivariate Hermite Interpolations.
F. Melkes
p. 326-340
Extension of Newton's Method to Nonlinear Functions with Values in a Cone.
S.M. Robinson
p. 341-347
On the Convergence of Cartesian Multidimensional Quadrature Formulae.
B. Bereanu
p. 348-350
Über mehrstufige Iterationsverfahren und die Lösung der Hammersteinschen Gleichung.
E. Gekeler
p. 351-360
Linear Multistep Methods for a Class of Functional Differential Equations.
G.A. Kemper
p. 361-372
An Algorithm for the Numerical Evaluation of Certain Cauchy Principal Value Integrals.
D.F. Paget
;
D. Elliott
p. 373-385
On Integral Groups. I. The Reducible Case.
H. Zassenhaus
;
J. Neubüser
;
H. Brown
p. 386-399
Correction d'une somme en arithmétique a virgule flottante.
M. Pichat
p. 400-406
Die diskrete Greensche Funktion und Fehlerabschätzungen zum Galerkin-Verfahren.
P. Forster
p. 407-418
Some Gauss-Type Formulae for the Evaluation of Cauchy Principal Values of Integrals.
D.B. Hunter
p. 419-424
On the Stability of Finite Numerical Procedures.
W. Miller
p. 425-432
A Constructive Method of Solving the Liapounov Equation for Complex Matrices.
R. Meyer-Spasche
p. 433-438
Sur la convergence numérique de différentes méthodes de décomposition pour une classe de problèmes elliptiques.
P. Saint-Pierre
p. 439-449