Search for 'su:"Integral equations"'

Introduction to statistical signal processing with applications

By Srinath, Mandyam D. | P. K. Rajasekaran | R. Viswanathan.
New Delhi Pearson Education 1996 .
x, 450 p. , Includes index. ; 24 cm..
0131252956 (pbk)

]]> Place hold on Introduction to statistical signal processing with applications

Antenna theory analysis and design

]]> By Balanis, Constantine A..
New Delhi John Wiley India 2005 .
xvii, 1117 p. , Includes bibliographical references and index. ; 23 cm..
9788126524228 (pbk)

]]> Place hold on Antenna theory

The MATLAB handbook

]]> By E. Enander.
Harlow, England Reading, Mass | Addison-Wesley 1996 .
xv, 423 p. ; 24 cm..
0201877570 (pbk)

]]> Place hold on The MATLAB handbook

Ostrowski type inequalities and applications in numerical integration

]]> By Sever S. Dragomir (editor) | Themistocles M. Rassias (editor).
Dordrecht Kluwer Academic Publishers 2002 .
xix, 481 p. , Includes bibliographical references and index. ; 25 cm..
9789048159901 (pbk)

]]> Place hold on Ostrowski type inequalities and applications in numerical integration

Monte Carlo principles and neutron transport problems

]]> By Spanier, Jerome.
Mineola Dover Publications 2008 .
xii, 244 p. , Includes index. ; 22 cm..
9780486462936 (pbk)

]]> Place hold on Monte Carlo principles and neutron transport problems

Mathematics for physics a guided tour for graduate students

]]> By Stone, Michael.
New York Cambridge University Press 2009 .
xiii, 806 p. , Includes index. ; 26 cm..
9780521854030 (hb)

]]> Place hold on Mathematics for physics

Generalization of integral inequalities for functions whose modulus of nth derivations are h- convex

By Abid Ur Rehman (11823).
Islamabad (unpublished) 2016 .
x, 44 p. , Submitted in fulfillment of the requirements for the degree of Master of Philosopy to the Faculty of Basic Sciences | Includes bibliographical references | Thesis supervisor: Prof. Dr. Nazir Ahmad Mir ; 30 cm..

]]> Place hold on Generalization of integral inequalities for functions whose modulus of nth derivations are h- convex

Numerical methods in electromagnetic fields

]]> By Subbarao, V..
New Delhi Narosa Publishing House 2011 .
xiii, various pages , Includes bibliography and index. ; 24 cm..
9788184871272 (pbk)

]]> Place hold on Numerical methods in electromagnetic fields

Linear integral equations

By Lovitt, William Vernon.
New York Dover Publications Inc. 1950 .
ix, 253 p. , Includes index. ; 26 cm..

]]> Place hold on Linear integral equations

A new method to solve system of nonlinear equations

By Muhamad Junaid Abdullah (S17A14G06004).
Faisalabad (unpublished) 2019 .
xi, 125 p. , Submitted in fulfillment of the requirements for the degree of M.Phil in Mathematics to the Faculty of Basic Sciences. | Includes bibliographical references | Thesis supervisor: Dr. Fayyaz Ahmad ; 30 cm..

]]> Place hold on A new method to solve system of nonlinear equations

Advanced methods of mathematical physics

]]> By Kaushal, R. S. | D. Parashar.
New Delhi Narosa 2010 .
xxi, 519 p. , Include index. ; 25 cm..
9788173198281 (pbk)

]]> Place hold on Advanced methods of mathematical physics

Introduction to integral equations

By Z.R. Bhatti.
Lahore Ilmi kitab khansa 2013 .
v, 230 p. , Includes Index. ; 24 cm..
(pbk)

]]> Place hold on Introduction to integral equations

Existence of solutions of fixed point problems and its applications

By Qasim Mahmood (11738).
Islamabad (unpublished) 2021 .
xii, 110 p. , Submitted in fulfillment of the requirements for the degree of Doctor of Philosophy in Mathematics to the Department of Basic Sciences. | Includes bibliographical references | Thesis supervisor: Dr. Abdullah Shoaib ; 30 cm..

]]> Place hold on Existence of solutions of fixed point problems and its applications

Inequalities for differential and integral equations

]]> By Pachpatte, B.G..
London Academic Press Limited 1998 .
x, 611 p. , Includes bibliographical references and index. | This is volume 197 in mathematics in science and engineering edited by William F. Ames, Georgia Institute of technology. ; 24 cm..
0125434308 (hb)

]]> Place hold on Inequalities for differential and integral equations

Group classification ,lie symetries and invarient solutions of partial differential equations

By Taleb Mahmood (F18A14G06033).
Faisalabad ( unpublished) 2020 .
iv,55 p. , Submitted in fulfillment of the requirements for the degree of Master of Philosophy in Mathematics faculty of Basic Sciences and Humanities. | Thesis supervisor: Prof. Ms Nousheen Zafar ; 30 cm..

]]> Place hold on Group classification ,lie symetries and invarient solutions of partial differential equations

Integral equations

]]> By Tricomi, F. G. .
New York Interscience Publishers 1957 .
viii, 238 p. , Includes referenced and index. ; 21 cm..
9780486648286 (pbk)

]]> Place hold on Integral equations

Real and functional analysis

]]> By Bogachev, Vladimir Igorevich | Oleg G. Smolyanov.
Cham Springer nature Switzerland AG 2020 .
xvi, 586 p. , Includes bibliographical references and index. ; 23 cm..
9783030382216

]]> Place hold on Real and functional analysis

Some new numerical solution of linear volterra integral equation with delay using bernstein polynomial

By Qaiser Kareem (28295).
Islamabad (Unpublished) 2022 .
x, 33 p. , Submitted in partial fulfillment of the requirements for the degree of Master of Philosophy in Mathematics to the Department of Basic Sciences. | Includes bibliographical references. | Thesis supervisor: Dr. Ambreen Bano ; 30 cm..

]]> Place hold on Some new numerical solution of linear volterra integral equation with delay using bernstein polynomial

A study on solutions of fractional volterra integral equation with conformable integral

By Samina Bibi (23743).
Islamabad (Unpublished) 2023 .
xiii, 72 p. , Submitted in partial fulfillment of the requirements for the degree of Master of Philosophy in Mathematics to the Department of Basic Sciences. | Includes bibliographical references. | Thesis supervisor: Dr. Ambreen Bano ; 30 cm..

]]> Place hold on A study on solutions of fractional volterra integral equation with conformable integral