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Fractional differential calculus

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ISSN：1847-9677
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2022
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1.QUASI-BOUNDARY METHOD FOR A FRACTIONAL ILL-POSED PROBLEM

机译：QUASI-BOUNDARY METHOD FOR A FRACTIONAL ILL-POSED PROBLEM
- 作者：Claire Joseph;Maryse Moutamal
- 期刊名称：《Fractional differential calculus》 | 2022年第1期
- Riemann-Liouville derivative;
- quasi-boundary method;
- fractional diffusion equation;
- ill-posed problem;
- inverse-problem.;
2.ON THE UNIQUENESS OF SOLUTIONS OF TWO INVERSE PROBLEMS FOR THE SUBDIFFUSION EQUATION

机译：ON THE UNIQUENESS OF SOLUTIONS OF TWO INVERSE PROBLEMS FOR THE SUBDIFFUSION EQUATION
- 作者：Ravshan Ashurov;Yusuf Fayziev
- 期刊名称：《Fractional differential calculus》 | 2022年第1期
- Non-local problems;
- the Caputo derivatives;
- subdiffusion equation;
- inverse problems.;
3.EXISTENCE AND UNIQUENESS RESULTS FOR GENERALIZED CAPUTO ITERATIVE FRACTIONAL BOUNDARY VALUE PROBLEMS

机译：EXISTENCE AND UNIQUENESS RESULTS FOR GENERALIZED CAPUTO ITERATIVE FRACTIONAL BOUNDARY VALUE PROBLEMS
- 作者：Abdelkrim Salim;Mouffak Benchohra
- 期刊名称：《Fractional differential calculus》 | 2022年第2期
- Iterative problems;
- boundary value problems;
- generalized Caputo fractional derivative;
- existence;
- uniqueness;
4.GENERALIZED WEIGHTED FRACTIONAL OSTROWSKI TYPE INEQUALITY WITH APPLICATIONS

机译：GENERALIZED WEIGHTED FRACTIONAL OSTROWSKI TYPE INEQUALITY WITH APPLICATIONS
- 作者：Nazia Irshad;Asif R. Khan;Muhammad Awais Shaikh
- 期刊名称：《Fractional differential calculus》 | 2022年第1期
5.A COMPARATIVE STUDY ON SOME SEMI-ANALYTICAL METHODS FOR THE SOLUTIONS OF FRACTIONAL PARTIAL INTEGRO-DIFFERENTIAL EQUATIONS

机译：A COMPARATIVE STUDY ON SOME SEMI-ANALYTICAL METHODS FOR THE SOLUTIONS OF FRACTIONAL PARTIAL INTEGRO-DIFFERENTIAL EQUATIONS
- 作者：JUGAL MOHAPATRA;ABHILIPSA PANDA;NARAHARI RAJI REDDY
- 期刊名称：《Fractional differential calculus》 | 2022年第2期
6.EXISTENCE AND UNIQUENESS RESULTS OF IMPULSIVE FRACTIONAL NEUTRAL PANTOGRAPH INTEGRO DIFFERENTIAL EQUATIONS WITH DELAY

机译：EXISTENCE AND UNIQUENESS RESULTS OF IMPULSIVE FRACTIONAL NEUTRAL PANTOGRAPH INTEGRO DIFFERENTIAL EQUATIONS WITH DELAY
- 作者：Ravi Ilavarasi;Kandasamy Malar
- 期刊名称：《Fractional differential calculus》 | 2022年第2期
- Fractional integro-differential equations;
- pantograph equations;
- impulsive conditions;
- delay;
7.A NEW GENERALIZATION OF q-HERMITE-HADAMARD TYPE INTEGRAL INEQUALITIES FOR p, (p-s) AND MODIFIED (p -s) -CONVEX FUNCTIONS

机译：A NEW GENERALIZATION OF q-HERMITE-HADAMARD TYPE INTEGRAL INEQUALITIES FOR p, (p-s) AND MODIFIED (p -s) -CONVEX FUNCTIONS
- 作者：Ghazala Gulshan;Rashida Hussain;Hüseyin Budak
- 期刊名称：《Fractional differential calculus》 | 2022年第2期
8.GENERALIZED FRACTIONAL OSTROWSKI TYPE INEQUALITIES VIA (α,β,γ,δ)-CONVEX FUNCTIONS

机译：GENERALIZED FRACTIONAL OSTROWSKI TYPE INEQUALITIES VIA (α,β,γ,δ)-CONVEX FUNCTIONS
- 作者：Ali Hassan;Asif Raza Khan
- 期刊名称：《Fractional differential calculus》 | 2022年第1期
- Ostrowski inequality;
- convex function;
- power mean inequality;
- Holder's inequality.;
9.EXISTENCE OF MILD SOLUTIONS FOR SEMILINEAR EVOLUTION EQUATION USING HILFER FRACTIONAL DERIVATIVES

机译：EXISTENCE OF MILD SOLUTIONS FOR SEMILINEAR EVOLUTION EQUATION USING HILFER FRACTIONAL DERIVATIVES
- 作者：Bandita Roy;Swaroop Nandan Bora
- 期刊名称：《Fractional differential calculus》 | 2022年第1期
- Fractional derivative;
- Hilfer derivative;
- existence of solution;
- fixed point theorems.;
10.HOLDER AND MINKOWSKI TYPE INEQUALITIES FOR PSEUDO-FRACTIONAL INTEGRAL

机译：HOLDER AND MINKOWSKI TYPE INEQUALITIES FOR PSEUDO-FRACTIONAL INTEGRAL
- 作者：Daniela S. Oliveira;Azizollah Babakhani
- 期刊名称：《Fractional differential calculus》 | 2022年第2期
11.ON SOLVABILITY OF THE NON-LOCAL PROBLEM FOR THE FRACTIONAL MIXED-TYPE EQUATION WITH BESSEL OPERATOR

机译：ON SOLVABILITY OF THE NON-LOCAL PROBLEM FOR THE FRACTIONAL MIXED-TYPE EQUATION WITH BESSEL OPERATOR
- 作者：Bakhodirjon Toshtemirov
- 期刊名称：《Fractional differential calculus》 | 2022年第1期
12.HERMITE-HADAMARD WEIGHTED INTEGRAL INEQUALITIES FOR (h,m)-CONVEX MODIFIED FUNCTIONS

机译：HERMITE-HADAMARD WEIGHTED INTEGRAL INEQUALITIES FOR (h,m)-CONVEX MODIFIED FUNCTIONS
- 作者：Bahtiyar Bayraktar;Juan E. Nápoles Valdes
- 期刊名称：《Fractional differential calculus》 | 2022年第2期
13.SOME REFINEMENTS OF HERMITE-HADAMARD INEQUALITY USING k-FRACTIONAL CAPUTO DERIVATIVES

机译：SOME REFINEMENTS OF HERMITE-HADAMARD INEQUALITY USING k-FRACTIONAL CAPUTO DERIVATIVES
- 作者：Yusif S. Gasimov;Juan Eduardo Nápoles-Valdés
- 期刊名称：《Fractional differential calculus》 | 2022年第2期
- Hermite-Hadamard inequality;
- Caputo fractional derivatives;
- (h;
- m)-convex modified functions;
14.FRACTIONAL CALCULUS AND FAMILIES OF GENERALIZED LEGENDRE-LAGUERRE-APPELL POLYNOMIALS

机译：FRACTIONAL CALCULUS AND FAMILIES OF GENERALIZED LEGENDRE-LAGUERRE-APPELL POLYNOMIALS
- 作者：Shahid Ahmad Wani;Ishfaq Ahmad Mallah;Javid Ahmad Ganie
- 期刊名称：《Fractional differential calculus》 | 2022年第2期
- Appell polynomials;
- Legendre polynomials;
- Legendre-Appell polynomials;
- fractional operators;
- operational rules;
- determinant definition;
15.IMPULSIVE NABLA FRACTIONAL DIFFERENCE EQUATIONS

机译：IMPULSIVE NABLA FRACTIONAL DIFFERENCE EQUATIONS
- 作者：Jagan Mohan Jonnalagadda
- 期刊名称：《Fractional differential calculus》 | 2022年第2期
- Impulsive;
- nabla;
- difference equation;
- sum equation;
- fixed point;
- existence;
- uniqueness;

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