Titlebook: Approximation and Computation: A Festschrift in Honor of Walter Gautschi; Proceedings of the P R. V. M. Zahar Conference proceedings 1994 S

canonical

Simultaneous Diagonalization Algorithms with Applications in Multivariate Statistics,efinite symmetric (pds) matrix of dimension ., partitioned into submatrices .. of dimension . each, and suppose we wish to find a nonsingular . matrix . such that all ... are “almost diagonal”. More precisely, for a partitioned . matrix . we define the parallel-diagonal operator as .and suggest to u

和音

心神不寧

insecticide

Stable Look-Ahead Versions of the Euclidean and Chebyshev Algorithms,gular leading principal submatrices of the moment matrix . (which is an infinite Hankel matrix), the distinct entries on the main diagonal of the Padé table for the symbol of . (which is the generating function or .-transform of the moments), the corresponding continued fraction (which is a J-fracti

忘恩負(fù)義的人

充氣球

,From Schr?dinger Spectra to Orthogonal Polynomials Via a Functional Equation,lations for orthogonal polynomials is that in the former the index ranges across ? and in the latter only across ?.. We present a technique that, by a mixture of Dirichlet and Taylor expansions, translates the almost Mathieu equation and its generalizations to three term recurrence relations. This o

虛弱

Inequalities and Monotonicity Properties for Gamma and ,-Gamma Functions, < 1. Each of these results implies the infinite divisibility of a related probability measure. In a few cases, we are able to get simple monotonicity without having complete monotonicity. All of the results lead to inequalities for these functions. Many of these were motivated by the bounds in a 19

abreast

Synovial-Fluid

天然熱噴泉