combinatorial analysis , auch: combinatorics

In addition he wrote a book on combinatorial analysis (Vienna 1826).

Combinatorial analysis and/or computer simulation is necessary to complete the task.

He has specialized in problems of combinatorial analysis, number theory, coding theory and communications.

His book An Introduction to Combinatorial Analysis is a classic.

Baxter's fields of research include probability theory, combinatorial analysis, statistical mechanics and functional analysis.

Essays on the Combinatorial Analysis (1818).

His research has been in combinatorial analysis, number theory, special functions of mathematical physics, and the history of mathematics and astronomy.

Pochhammer symbol in combinatorial analysis In number theory:

While tentatively accepting this assertion, Dr. Graham, who is a specialist in combinatorial analysis, expressed some misgivings.

Combinatorial analysis has shown that there are no fewer than 124896 structural isomers possible for KGDC.

An Introduction to Combinatorial Analysis, Wiley & Sons, New York (republished).

Riordan, John, An Introduction to Combinatorial Analysis, New York, Wiley, 1958, pages 57, 58, and 65.

P. A. MacMahon, Combinatorial Analysis, Vols.

R Rashed, Materials for the study of the history of amicable numbers and combinatorial analysis (Arabic), J. Hist.

Around 1880, three years after the publication of Seidel's algorithm, Désiré André proved a now classic result of combinatorial analysis & .

He was the Thomas A. Scott Professor of Mathematics in Combinatorial Analysis and Computing at the University of Pennsylvania.

The dimension of the vector space is evidently equal to n and a simple combinatorial analysis shows that the dimension of the bivector space is .

Myers followed in his footsteps, and I have to admit that he was not bad at combinatorial analysis - a branch, however, that even then I considered to be dried up.

RECAP (Retrosynthetic Combinatorial Analysis Procedure) uses SMARTS to define bond types.

This was how the creation of polynomial algebra, combinatorial analysis, numerical analysis, the numerical solution of equations, the new elementary theory of numbers, and the geometric construction of equations arose.

Series 55, 1964, 1046 pages (9th Printing: November 1970) - Combinatorial Analysis, Table 24.4, Stirling Numbers of the Second Kind (author: Francis L. Miksa), p. 835.

John Riordan (April 22, 1903 - August 26, 1988) was an American mathematician and the author of major early works in combinatorics, particularly Introduction to Combinatorial Analysis and Combinatorial Identities.

Riordan's long professional career was at Bell Labs, which he joined in 1926 (a year after its foundation) and where he remained, publishing over a hundred scholarly papers on combinatorial analysis, until he retired in 1968.

He devoted much energy to the development of mathematical education at secondary schools, organization of mathematical competitions, and publication of contemporary textbooks on elementary mathematics and combinatorial analysis and books of problems of mathematical competitions.

Dr. Ron Graham, a mathematician at A.T.&T. Bell Laboratories in Murray Hill, N.J., said the problem Dr. Lam reported having solved was "one of the top 10" in a branch of theoretical mathematics called combinatorial analysis or "combinatorics."