Linear and Nonlinear Integral Equations:Methods and Applications[M].Berlin:Springer-Verlag/Beijing:Higher Education Press 2011.A.M. Wazwaz, Linear and nonlinear integral equations, Higher Education Press, Beijing; Springer, Heidelberg, 2011.Wazwaz, AM: Linear and Nonlinear Integral Equations: Methods ...
This method transforms linear and nonlinear Abel fuzzy integral equations into two crisp linear and nonlinear integral equations. The convergence analysis for the proposed method is also introduced. We give some numerical applications to show efficiency and accuracy of the method. All of the numerical...
The non-linear work character is analyzed considering the nonlinear properties of the asphalt layered pavement. It is shown that the present method is efficient for the stress and displacement in the asphalt layered pavement. It is necessary that the asphalt pavement's shearing stress would be ...
We establish the existence and uniqueness of continuous solutions to systems of linear and nonlinear integral equations with partial integrals, with partial integrals and potential type kernels, and fractional partial integrals. We obtain conditions guaranteeing that the solutions have continuous partial deri...
problems with different operators, linear and nonlinear, ordinary or partial differential equations, integral equations, and so on, is the homotopy analysis ... SA Mohammed,FS Fadhel,KA Hussain - 《Journal of University of Anbar for Pure Science》 被引量: 0发表: 2023年 Solving Highly Nonlinear...
Regular solutions of initial-boundary value problems for linear and nonlinear wave-equations I This paper deals with the question of the existence of classical solutions for the equations $\\frac{{\\partial ^{2} u}{\\partialt^{2} }} + \\sum_{\\begin{... Wolf,Wahl - 《Manuscripta Mat...
The Calculus You Need The sum rule, product rule, and chain rule produce new derivatives from the derivatives ofxn, sin(x) andex. The Fundamental Theorem of Calculus says that the integral inverts the derivative.
The numerical solution of the bi-dimensional nonlinear Poisson equations under Cauchy boundary conditions is considered. Using Green identity we show that this problem is equivalent to solve a bi-dimensional Fredholm integral equation of the first kind which can in turn be handled as a bi-...
All inviscid nonlinear subsonic and transonic model is used to compute... BI Epureanu,EH Dowell,KC Hall - 《Journal of Fluids Engineering》 被引量: 25发表: 2002年 加载更多研究点推荐 Non-linear Singular Integral Equations Unsteady Inviscid Flowfields non-linear multidimensional singular integral ...
fortranodeintegralordinary-differential-equationslinear-equationsnonlinear-equationsnumerical-methodssdestochastic-differential-equationsplot-fortrannon-uniform-random-variatequadrature-integration UpdatedMar 25, 2021 Fortran friendly/matlib Star66 Matrix Functions for Teaching and Learning Linear Algebra and Multivariate...