Volume 1, i. e. the monograph The Cauchy Method of Residues - Theory and Applications published by D. Reidel Publishing Company in 1984 is the only book that covers all known applications of the calculus of residues. They range from the theory of equations, theory of numbers, matrix analysis, evaluation of real definite integrals, summation of finite and infinite series, expansions of functions into infinite series and products, ordinary and partial differential equations, mathematical and theoretical physics, to the calculus of finite differences and difference equations. The appearance of Volume 1 was acknowledged by the mathematical community. Favourable reviews and many private communications encouraged the authors to continue their wor...
The article considers the use of residues for A-analytic functions. Examples and analysis are given ...
The residue theorem is one of the most interesting result in Complex Analysis which allows not only...
This book explores the background of a major intellectual revolution: the rigorous reinterpretation ...
Dragoslav S. Mitrinovič and Jovan D. Kečkič, The Cauchy Method of Residues. Theory and Applications....
U ovom završnom radu upoznat ćemo se s reziduumima kompleksne funkcije kompleksne varijable i nekim ...
The technique of residues is known for its many applications in different branches of mathematics. T...
U ovom radu upoznat ćemo se s pojmom reziduuma kompleksne funkcije kompleksne varijable te nekim nji...
summary:Let $[ a,b] $ be an interval in $\mathbb R$ and let $F$ be a real valued function defined at...
This book offers an account of the classical theory of quadratic residues and non-residues with the ...
This book is a complete English translation of Augustin-Louis Cauchy's historic 1823 text (his first...
We present a formalization of Cauchy’s residue theorem and two of its corollaries: the argument prin...
Vol. 1 comprises nine papers on selected topics in analytic geometry and calculus; v. 2, six papers ...
Abstract: Residues to a given modulus have been introduced to mathe-matics by Carl Friedrich Gauss w...
Dragoslav S. Mitrinovic i Jovan D. Keckic, Cauchyjev racun ostataka sa primenama [= Calcul des résid...
Abstract: In this paper, a series of important ways on the calculation of complex integration are g...
The article considers the use of residues for A-analytic functions. Examples and analysis are given ...
The residue theorem is one of the most interesting result in Complex Analysis which allows not only...
This book explores the background of a major intellectual revolution: the rigorous reinterpretation ...
Dragoslav S. Mitrinovič and Jovan D. Kečkič, The Cauchy Method of Residues. Theory and Applications....
U ovom završnom radu upoznat ćemo se s reziduumima kompleksne funkcije kompleksne varijable i nekim ...
The technique of residues is known for its many applications in different branches of mathematics. T...
U ovom radu upoznat ćemo se s pojmom reziduuma kompleksne funkcije kompleksne varijable te nekim nji...
summary:Let $[ a,b] $ be an interval in $\mathbb R$ and let $F$ be a real valued function defined at...
This book offers an account of the classical theory of quadratic residues and non-residues with the ...
This book is a complete English translation of Augustin-Louis Cauchy's historic 1823 text (his first...
We present a formalization of Cauchy’s residue theorem and two of its corollaries: the argument prin...
Vol. 1 comprises nine papers on selected topics in analytic geometry and calculus; v. 2, six papers ...
Abstract: Residues to a given modulus have been introduced to mathe-matics by Carl Friedrich Gauss w...
Dragoslav S. Mitrinovic i Jovan D. Keckic, Cauchyjev racun ostataka sa primenama [= Calcul des résid...
Abstract: In this paper, a series of important ways on the calculation of complex integration are g...
The article considers the use of residues for A-analytic functions. Examples and analysis are given ...
The residue theorem is one of the most interesting result in Complex Analysis which allows not only...
This book explores the background of a major intellectual revolution: the rigorous reinterpretation ...