Applied Mathematics

Applied Mathematics

ISSN Print: 2152-7385
ISSN Online: 2152-7393
www.scirp.org/journal/am
E-mail: am@scirp.org
"Fractional Versions of the Fundamental Theorem of Calculus"
written by Eliana Contharteze Grigoletto, Edmundo Capelas de Oliveira,
published by Applied Mathematics, Vol.4 No.7A, 2013
has been cited by the following article(s):
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[5] Explicit Time-Dependent Entropy Production Expressions: Fractional and Fractal Pesin Relations
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[6] Economic Dynamics with Memory
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[7] ψ -Mittag–Leffler pseudo-fractional operators
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[8] A graphene-based enzymatic biosensor using a common-gate field-effect transistor for L-lactic acid detection in blood plasma samples
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[9] The investigation of a classical particle in the presence of fractional calculus
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[10] Trajectory Tracking Using Adaptive Fractional PID Control of Biped Robots with Time-Delay Feedback
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[11] Introducing the p-Laplacian spectra
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[12] Fractional Order PID Control Law for Trajectory Tracking Using Fractional Order Time-Delay Recurrent Neural Networks for Fractional Order Complex Dynamical …
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[13] The Concepts and Applications of Fractional Order Differential Calculus in Modeling of Viscoelastic Systems: A Primer
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[14] Fractional space–time nonlinear reaction–convection–diffusion
Computational and Applied Mathematics, 2018
[15] Fractional deterministic factor analysis of economic processes with memory and nonlocality
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[17] On fractional vectorial calculus
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[18] Beyond particles and localities in quantum matters
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[19] FRACTIONAL VECTOR CALCULUS IN THE FRAME OF A GENERALIZED CAPUTO FRACTIONAL DERIVATIVE
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[20] Discrete Fourier transform and fractional equations
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[21] Fractional Differential Operators: Eigenfunctions
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[22] Anomalous dimension of the electrical current in strange metals from the fractional Aharonov-Bohm effect
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[23] Fractional derivatives= generalizations= Derivadas fracionárias: generalizações
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[24] Trajectory Tracking Error Using Fractional Order PID Control Law for Two‐Link Robot Manipulator via Fractional Adaptive Neural Networks
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[25] Credit: 2 PDH
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[26] The Concepts and Applications of Fractional Order Differential Calculus in Modelling of Viscoelastic Systems: A primer
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[27] Travelling Waves in Space-Fractional Nonlinear Diffusion with Linear Convection
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[28] Problema Não Linear de Difusão Fracionária com Absorção.
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[29] Derivada fracionária no sentido de Caputo-Hadamard.
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[30] On a Caputo-type fractional derivative
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[31] Fractional Definite Integral
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[32] Superdifusão em espaços finitos e derivadas fracionárias
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[33] Cálculo fracionário aplicado às equações horárias do movimento e outras aplicações
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[34] VV TARASOVA1
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[35] ДЕТЕРМИНИРОВАННЫЙ ФАКТОРНЫЙ АНАЛИЗ: МЕТОДЫ ИНТЕГРО-ДИФФЕРЕНЦИРОВАНИЯ НЕЦЕЛОГО ПОРЯДКА
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[36] Предельные величины нецелого порядка в экономическом анализе
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[37] Anomalous Dimension of the Electrical Current in the Normal State of the Cuprates from the Fractional Aharonov-Bohm Effect
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[38] Linear fractional differential equations and eigenfunctions of fractional differential operators
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[39] Нелокальные меры неприятия риска в экономическом процессе
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[40] Deterministic Factor Analysis: Methods of Integro-Differentiation of Non-Integral Order
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[41] Sobre cálculo fracionário e soluções da equação de Bessel
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[42] Slowing-down of Neutrons: A Fractional Model
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[43] Aflatoxins
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[44] On Caputo modification of the Hadamard fractional derivatives
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[45] A Review of Definitions for Fractional Derivatives and Integral
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[46] Equações diferenciais fracionárias e as funções de Mittag-Leffler
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[47] Aplicaçoes do Teorema Fundamental do Cálculo Fracionário em Equaçoes Diferenciais Fracionárias
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