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Global Journal of Mathematical Sciences:Theory and Practical (GJMS)

Publisher :

Research India Publications

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Peer reviewed only
Scopus Profile
Open Access
  • Mathematics
e-ISSN :

0974-3200

Issue Frequency :

Half-Yearly

Est. Year :

2009

Mobile :

1127297815

Country :

Afghanistan

Language :

English

APC :

YES

Email :

irphouse@gmail.com

Journal Descriptions

Global Journal of Mathematical Sciences: Theory and Practical is an international journal of high quality devoted to the publication of original research papers from pure and applied mathematics with some emphasis on all areas and subareas of mathematical analysis and their broad range of applications. Areas and subareas of interest include (but are not limited to) approximation theory; statistics; probability; fluid mechanics; Fuzzy mathematics; transport theory; mathematical biology, including population dynamics; wave propagation; special functions; algebra and applications; combinatorics; coding theory; fractional analysis; solid mechanics; variational methods; financial mathematics; asymptotic methods; graph theory; fractals; moment theory; scattering theory; number theory and applications; geometry of Banach spaces; topology and applications; complex analysis; stochastic process; bifurcation theory; differential equations; difference equations; dynamical systems; functional differential equations; numerical analysis; partial differential equations; integral equations; operator theory; Fourier analysis; matrix theory; semigroups of operators; mathematical physics; convex analysis; applied harmonic analysis; optimization; wavelets; signal theory; ultrametric analysis; optimal control; fixed-point theory and applications; reaction-diffusion problems, discrete mathematics; automata theory


Global Journal of Mathematical Sciences:Theory and Practical (GJMS) is :

International, Peer-Reviewed, Open Access, Refereed, Mathematics , Online Half-Yearly Journal

UGC Approved, ISSN Approved: P-ISSN , E-ISSN - 0974-3200, Established in - 2009, Impact Factor

Not Provide Crossref DOI

Not indexed in Scopus, WoS, DOAJ, PubMed, UGC CARE

Indexing

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Publications of GJMS

  • dott image August, 2017

Numerical Analysis of Riccati equation using Differential Transform Method, He Laplace Maethod and Adomain Decomposition Method

We bring out a comparative study between Differential Transform Method (DTM), He Laplace Method (HLM), Adomain Decomposition Method (ADM) to solve non linear Riccati differential equation. I...

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