Add to ORKGThis thesis deals with the problem of representation of series in closed form, mainly by the use of residue theory
Thesis (Ph.D.)--University of Illinois, 1920.Typescript.Vita.Includes bibliographical references
A large number of infinite sums, such as , cannot be found by the methods of real analysis. However,...
Finite trigonometric sums occur in various branches of physics, mathematics, and their applications....
This thesis deals with the problem of representation of series in closed form, mainly by the use of ...
This paper deals with the classical quest for closed form expressionsof binomial sums and series. W...
Includes bibliographical references.This paper will attempt to summarize, clarify, and correlate som...
AbstractAn algebraic theory of residues is used to evaluate summations of the form [equation] and th...
Abstract. In this paper, we establish a residue theorem for Malcev-Neumann series that requires few ...
This paper deals with the classical quest for 'closed\ud form' expressions of series. Identities are...
Consider an ordinary generating function $sum_{k=0}^{infty}c_kx^k$, of an integer sequence of some c...
The article considers the use of residues for A-analytic functions. Examples and analysis are given ...
The technique of residues is known for its many applications in different branches of mathematics. T...
U ovom završnom radu upoznat ćemo se s reziduumima kompleksne funkcije kompleksne varijable i nekim ...
This paper deals with the classical quest for "closed form" expressions of binomial sums and series....
This paper analyses how the extended geometric series behaves on the computation of various parts of...
Thesis (Ph.D.)--University of Illinois, 1920.Typescript.Vita.Includes bibliographical references
A large number of infinite sums, such as , cannot be found by the methods of real analysis. However,...
Finite trigonometric sums occur in various branches of physics, mathematics, and their applications....
This thesis deals with the problem of representation of series in closed form, mainly by the use of ...
This paper deals with the classical quest for closed form expressionsof binomial sums and series. W...
Includes bibliographical references.This paper will attempt to summarize, clarify, and correlate som...
AbstractAn algebraic theory of residues is used to evaluate summations of the form [equation] and th...
Abstract. In this paper, we establish a residue theorem for Malcev-Neumann series that requires few ...
This paper deals with the classical quest for 'closed\ud form' expressions of series. Identities are...
Consider an ordinary generating function $sum_{k=0}^{infty}c_kx^k$, of an integer sequence of some c...
The article considers the use of residues for A-analytic functions. Examples and analysis are given ...
The technique of residues is known for its many applications in different branches of mathematics. T...
U ovom završnom radu upoznat ćemo se s reziduumima kompleksne funkcije kompleksne varijable i nekim ...
This paper deals with the classical quest for "closed form" expressions of binomial sums and series....
This paper analyses how the extended geometric series behaves on the computation of various parts of...
Thesis (Ph.D.)--University of Illinois, 1920.Typescript.Vita.Includes bibliographical references
A large number of infinite sums, such as , cannot be found by the methods of real analysis. However,...
Finite trigonometric sums occur in various branches of physics, mathematics, and their applications....