Speed 82 days to first decision for reviewed manuscripts only 58 days to first decision for all manuscripts days from submission to acceptance 20 days from acceptance to publication.
Numerical Solution of System of Fractional Differential Equations in Imprecise Environment
Citation Impact 1. Elena Braverman, University of Calgary Canada.
- El Panamá de Ayer y Hoy - En Imágenes (Spanish Edition);
- Computers & Mathematics with Applications - Special Issues.
- Secret Beaches of Greater Victoria: View Royal to Sidney!
- El Laberinto de Creta (Spanish Edition).
- Reader Comments.
- Vanishing Point (Circle of Spies Book 4).
- Unlock Blackberry all Model (Spanish Edition).
Skip to main content Advertisement. Call for Papers: Proceedings of the International Conference in Mathematics and Applications This issue is devoted to publish significant advances in difference equations and related research findings that are contributed by participants of the International Conference in Mathematics an Applications-Mahidol University to be organized by the Centre of Excellence in Mathematics, Commission on Higher Education, Thailand, during December , Effects of the wind speeds on heat transfer in a street canyon with a skytrain station Authors: Surapa Pothiphan, Nathnarong Khajohnsaksumeth and Benchawan Wiwatanapataphee.
Determining optimal policies for sugarcane harvesting in Thailand using bi-objective and quasi-Newton optimization methods Authors: Wisanlaya Pornprakun, Surattana Sungnul, Chanakarn Kiataramkul and Elvin J. Analytical solutions of linear inhomogeneous fractional differential equation with continuous variable coefficients Authors: Sunae Pak, Huichol Choi, Kinam Sin and Kwang Ri. Asymptotic behavior of mild solutions for a class of abstract nonlinear difference equations of convolution type Authors: Valentin Keyantuo, Carlos Lizama, Silvia Rueda and Mahamadi Warma. Most recent articles RSS View all articles.
Exponential stability of fractional stochastic differential equations with distributed delay Authors: Li Tan. Laplace transform for solving some families of fractional differential equations and its applications Authors: Shy-Der Lin and Chia-Hung Lu. View Articles.
Track accepted paper Once production of your article has started, you can track the status of your article via Track Your Accepted Article. Order Journal Institutional subscription Personal subscription.
Journal Metrics CiteScore : 2. CiteScore values are based on citation counts in a given year e. Impact Factor: 2. View More on Journal Insights.
Your Research Data Share your research data. The combination of these two types of differential equations leads to some interesting results from both theoretical and applied viewpoints.
The purpose of this special issue was to discuss some new algorithms and methods devoted to investigate the fractional and functional differential equations. Below we give a brief survey of the content of this special issue. Existence theory of positive solutions for second-order singular differential equations with deviating arguments and its parameter dependence were reported.
New Trends on Fractional and Functional Differential Equations
A parallel fast solution for Riesz space fractional reaction-diffusion equation was investigated. Positive solutions for a class of state dependent boundary value problems with fractional order differential operators were found. The dynamics and synchronization of a fractional-order system with complex variables, the existence of solutions for Riemann-Liouville fractional boundary value problem, and the existence of almost periodic solutions for impulsive neutral functional differential equations were other topics of our special issue.
Fractional differential equations with fractional impulsive and nonseparated boundary conditions and global well-posedness and longtime decay of fractional Navier-Stokes equations in Fourier-Besov spaces were reported. Parameter estimation for stochastic differential equations driven by mixed fractional Brownian motion, solutions of a nonlinear Erdelyi-Kober integral equation, and a novel kernel for RBF based neural networks are other subjects of the special issue.