An example where this theory [ A1 ] ANSELONE , P.M .: Collectively compact operator approximaapplies is the Nyström method , which consists of solving ( 7 ) tion theory and applications to integral equations , Prenticeand then using ( 6 ) ...
Numerical methods for integral equations of the first kind are the Socalled 'regularization methods' (cf. Regularization method, [A4]). References [A1] ANSELoNE, P.M.: Collectively compact operator approximation theory and applications ...
The method consisting in the direct use of the principle of boundary solutions was not very efficient. Efficient methods for finding individual solutions of a finite system of linear inequalities (in particular, the simplex method) ...
This is equivalent to the following condition: If the system of equations n Xx\, = a, i = 1 has a solution in B, ... Pure subgroup); 2) nÁ = A synb for every natural number n; 3) A /n/ is a 1
WILLIAMSON MATRICES and A, Aj = A; A, then each Williamson family of type (1,1,1,1, R) = (1, 4, R) coincides with a family of generalized ... [2] BAUMERT, L.D., AND HALL JR., M.: 'A new construction for Hadamard matrices', Bull. Amer.
All this makes programming in APL quite different from programming in imperative languages like FORTRAN, Pascal or C [4]. Each of the many primitive functions has an APL character as its name. At first sight, the APL character set and ...
Quantum probability and applications IV (Proc. Rome (1987)), Lecture notes in math, 1396, Springer, 1989. [A6] ACCARDI, L., ET AL. (EDS.): Quantum probability and applications V (Proc. Heidelberg (1988)), Lecture notes in math., ...
AMS 1980 Subject Classification: 04A05 SURREAL NUMBERS Editorial Comments. Surreal numbers are a creation of the British mathematician J.H. Conway [A2]. They find their origin in the area of game theory. Their description can be found ...
Stochastic Approximation — Zygmund Class of Functions Michiel Hazewinkel. UNIMODU1. ... 455-496 AMS 1980 Subject Classification: 20-XX UNIPOTENT GROUP - A subgroup U of a linear algebraic jjroup G consisting of unipotent elements (cf.
The classical definition of automorphic forms, given above, has recently served as the starting point of a far-reaching generalization in the theory of discrete subgroups of Lie groups and adèle groups. References [1] PoinCARÉ ...
... tensor product of spaces of vector –; term-by-term differentiation of a series of -, term-by-term integration of a ... variational methods in the theory of univalent -; Vitali theorem on the uniform convergence of a sequence of ...
This ENCYCLOPAEDIA OF MATHEMATICS aims to be a reference work for all parts of mathema tics.
This ENCYCLOPAEDIA OF MATHEMATICS aims to be a reference work for all parts of mathe matics.
Encyclopaedia of Mathematics: A-Integral — Coordinates
Encyclopaedia of Mathematics: Coproduct — Hausdorff—Young Inequalities
This ENCYCLOPAEDIA OF MATHEMATICS aims to be a reference work for all parts of mathematics.
Encyclopaedia of Mathematics: Volume 3
A-Integral — Coordinates M. Hazewinkel. CHRISTOFFEL NUMBERS , Christoffel coefficients - The coefficients of a ... E.B. Christoffel [ 1 ] . For n = 1 , .. 7 they were evaluated by C.F. Gauss . See also Gauss quadrature formula . ... 9 ...
V.1. A-B v.2. C v.3. D-Feynman Measure. v.4. Fibonaccimethod H v.5. Lituus v.6. Lobachevskii Criterion (for Convergence)-Optical Sigman-Algebra. v.7. Orbi t-Rayleigh Equation. v.8.