INTEGRAL_EQUATION

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On Riemann-Type Weighted Fractional Operators and Solutions to Cauchy Problems
《Computer Modeling in Engineering & Sciences》2023年第7期901-919,共19页Muhammad Samraiz Muhammad Umer Thabet Abdeljawad Saima Naheed Gauhar Rahman Kamal Shah 
In this paper,we establish the new forms of Riemann-type fractional integral and derivative operators.The novel fractional integral operator is proved to be bounded in Lebesgue space and some classical fractional inte...
关键词：Weighted fractional operators weighted laplace transform integro-differential free-electron laser equation kinetic differ-integral equation 
Solving Fractional Differential Equations via Fixed Points of Chatterjea Maps
《Computer Modeling in Engineering & Sciences》2023年第6期2617-2648,共32页Nawab Hussain Saud M.Alsulami Hind Alamri 
In this paper,we present the existence and uniqueness of fixed points and common fixed points for Reich and Chatterjea pairs of self-maps in complete metric spaces.Furthermore,we study fixed point theorems for Reich a...
关键词：Common fixed points Reich and Chatterjea mappings Krasnoselskii-Ishikawa iteration complete metric space Banach space integral equation nonlinear fractional differential equation 
Unique Solution of Integral Equations via Intuitionistic Extended Fuzzy b-Metric-Like Spaces
《Computer Modeling in Engineering & Sciences》2023年第4期109-131,共23页Naeem Saleem Khalil Javed Fahim Uddin Umar Ishtiaq Khalil Ahmed Thabet Abdeljawad Manar A.Alqudah 
Princess Nourah bint Abdulrahman University Researchers Supporting Project No.(PNURSP2022R 14);Princess Nourah bint Abdulrahman University,Riyadh,Saudi Arabia.
In this manuscript,our goal is to introduce the notion of intuitionistic extended fuzzy b-metric-like spaces.We establish some fixed point theorems in this setting.Also,we plot some graphs of an example of obtained re...
关键词：Fixed point extended fuzzy b-metric like space intuitionistic extended fuzzy b-metric-like space integral equation 
A Pseudo-Spectral Scheme for Systems of Two-Point Boundary Value Problems with Left and Right Sided Fractional Derivatives and Related Integral Equations
《Computer Modeling in Engineering & Sciences》2021年第7期21-41,共21页I.G.Ameen N.A.Elkot M.A.Zaky A.S.Hendy E.H.Doha 
The Russian Foundation for Basic Research(RFBR)Grant No.19-01-00019.
We target here to solve numerically a class of nonlinear fractional two-point boundary value problems involving left-and right-sided fractional derivatives.The main ingredient of the proposed method is to recast the p...
关键词：Spectral collocation method weakly singular integral equations two-point boundary value problems convergence analysis 
Introduction to the Special Issue on Numerical Methods for Differential and Integral Equations被引量：1
《Computer Modeling in Engineering & Sciences》2020年第6期913-915,共3页Şuayip Yüzbaşı Kamel Al-Khaled Nurcan BaykuşSavaşaneril Devendra Kumar 
Differential and integral equations have a major role in many applied areas of science and engineering,For example,physics,chemistry,astronomy,biology,mechanics,electronic,economics,potential theory,electrostatics.So,...
关键词：mentioned EQUATIONS ISSUE 
RBF Based Localized Method for Solving Nonlinear Partial Integro-Differential Equations被引量：2
《Computer Modeling in Engineering & Sciences》2020年第6期957-972,共16页Marjan Uddin Najeeb Ullah Syed Inayat Ali Shah 
In this work,a numerical scheme is constructed for solving nonlinear parabolictype partial-integro differential equations.The proposed numerical scheme is based on radial basis functions which are local in nature like...
关键词：RBFs integral equations local method 
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