Abstract

A Numerical Solution of Integral Equations with a Logarithmic Kernel by Product and Gauss-Legendre Methods. (Dept. P)

Highlights

  • 1M -1IhI ru.naoono PtCI ) IIId P:(d tin be dtlCf,"ned from 1M Klt.I'IOR cfl!le fOIlooowiaa ~~ of equIOllon, J, It bn,dI * ~(l)l; - P:,(")l~ . k" O

  • The ca,e "udy '00"" the elfeet of u.ing Ihi' formu la ifit is compared wIth previOOJ' ta bie

  • Mon and M.J. CII.I"Q'_ $Q1I.,;,.g IIICI hitr by I otnp

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Summary

Introduction

\hstr.lct : An IfIlqonl "","!lOll wbo~ k~md ple."nIS logarit hmic $.Ingu ll nl y " LIIunmCl.!ly ~ I:>y Pfodua m.thod GI"wLegond,e method ,. In IIIIIdlin& ...m 'ype of imCWll equ. Numcou) 5OkniOll for woynl cq\l~tion WM~ kernel presents klganthrrur; ~ngul.fIlY ·o ...t.c:~ IeI.d ID.brsc.;.ues CA' "'~1OW m e p .

Results
Conclusion

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