[PDF] Top 20 Solution of an integral equation with a logarithmic kernel

... JAIN Department of Mathematics Faculty of Mathematical Sciences Unlverslty of Delhi Delhi- 110007, India Received July 14, 1989 and in revised form January 7, 1990.. A simple independent[r] ... See full document

... In the present paper, Lagrange functions and truncated Taylor series expansion are applied to solve the Cauchy singular integral equation. Gauss Legendre quadrature nodes were used as the Lagrange ... See full document

... the solution of linear and nonlinear Fredholm Urysohn integral equations in the most general form has been proposed and ...suitable solution to the ...the kernel coefficients are very ... See full document

... the kernel of the integration neutralization, λ is a scalar parameter, the given function K(x , y) which depends up on the current variables x as well as the variables y is known as the kernel or nucleus of ... See full document

... [9] A.M.A EL-Sayed and H.H.G. Hashem, “Monotonic positive solution of nonlinear quadratic integral equation Hammerstein and Urysohn functional integral equation”. Commentationes ... See full document

... wave equation derived and used by Michell is an improper integral ...resistance equation theoretically and experimentally using mathematical hull forms of thin ...the equation with the ... See full document

... Fredholm integral equation of the first kind with exponential expressions for the kernel and right hand side is ...usable solution to such an equation may need more effort than ... See full document

... Random Solution to Itô Stochastic Integral ...stochastic integral equation which has been of considerable importance to applied mathematicians and engineers is that involving the Itô or ... See full document

... In this paper, we use the Sinc Function to solve the Fredholme-Volterra Integral Equations. By using collocation method we estimate a solution for Fredholme-Volterra Integral Equations. Finally ... See full document

... An analytical solution is derived for a singular integral equation which governs some twodimensional potential boundary value problems in a region exterior to n-infinite co-axial circula[r] ... See full document

... tral integral equation method (S-IEM) that is not a varia- tional ...the solution of several physics problems [31-40], and a pedagogical description is avail- able in ... See full document

... Abel integral equation. In Section 2, solution of Abel integral equation is obtained by the application of the Sumudu transform, and in Section 3, the Sumudu transform is proved for ... See full document

... nonlinear integral equa- tions by utilizing different techniques, for example Abdou et al ...the integral equation with singular kernel and used Toeplitz matrix me- thod (TMM) and product ... See full document

... The theory of fractional calculus has newly received a lot of attention and establishes a meaningful branch of nonlinear analysis. Number of research papers and research monographs has appeared devoted to integrals and ... See full document

... an integral equation is an equation in which an unknown function ap- pears under an integral ...and integral equations, and some problems may be formulated either ...of integral ... See full document

... tegral equation and consequently this solution was utilized to solve the corresponding water wave ...The solution of ...lar integral equation posed di ffi culty in solving the ... See full document

... Abstract This paper deals with the solution of a class of Volterra integral equations in the sense of the conformable fractional derivative. For this goal, the well-organized Neumann method is developed and ... See full document

... the solution of the Hilbert problem in the circular regions are known; hence the solution of the RH problem can then be constructed from the solution of the Hilbert problem, Gakhov’s method gives the ... See full document

... The solution of the considered problem is obtained with the use of a Hankel integral transform, dual integral equations method and introduced to a Fredholm integral equation of the ... See full document

... Volterra-Fredholm integral equations are usually difficult to solve analyti- cally and so the numerical approaches are created to overcome the complex- ities of analytical ...Fredholm integral ... See full document