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Volume : III, Issue : V, June - 2013

DEVELOPMENT STAGES OF INTEGRAL EQUATIONS

MOHAMMED NAVEED ABDUL RASHEED

Published By : Laxmi Book Publication

Abstract :

The theory and applications of integral equations, or, as it is often called , of the inversion of integrals, have come suddenly into prominence and have held during the last three century in the attention of mathematicians. The theory of integral equations may be regarded as dating back at least as far as the discovery by Fourier of the theorem concerning integrals which bears his name; for, though this was not the point of view of Fourier, this theorem may be regarded as a statement of the solution of a certain integral equations.

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Cite This Article :

MOHAMMED NAVEED ABDUL RASHEED, (2013). DEVELOPMENT STAGES OF INTEGRAL EQUATIONS. Indian Streams Research Journal, Vol. III, Issue. V, http://oldisrj.lbp.world/UploadedData/2494.pdf

References :

  1. Kress. R., Linear Integral Equations. 2nd ed. Springer-Verlag, New York. 1997
  2. C.Corduneanu. Integral equation and application. Published by the press Syndicate of the University of Cambridge 1991.
  3. stefan G. Samko and Rogerio P. Cardoso. Sonine Integral Equations of the First Kind in Lp(0,b).Fract Calc & Appl. Analysis.Vol 6, No. 3, 2003.
  4. S.G. Mikhlin. Linear integral equations. Published by Hindustan Publishing Corp. Delhi India. 1960.
  5. C. Su & T. K. Sarkar. A multiscale moment method for solving fredholm integral equation of the first kind. Progress In Electromagnetics Research, PIER 17, 237–264, 1997.
  6. K. Balachandran1 and J.-H. Kim2. Existence of Solutions of Nonlinear Stochastic Volterra Fredholm Integral Equations of Mixed Type. Hindawi Publishing Corporation International Journal of Mathematics and Mathematical Sciences Volume 2010.
  7. Konrad Domke, Lechos³aw H¹cia. Integral Equations in Some Thermal Problems. International journal of mathematics and computers in simulation, Issue 2, Volume 1, 2007, page no.184 to188.
  8. Akbar H. Borzabadi, and Omid S. Fard, Approximate solution of nonlinear Fredholm integral equation of the first kind via converting to optimization problems, Proceeding of world academy of science, engineering and technology volume 21 january 2007 issn 1307-6884 page no. 446 to 449.

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