Editorial Policies

Focus and Scope

GJMS’ goal is to publish original and creative research using mathematical sciences, through analysis, modeling and computational algorithms that assist in solving or obtaining approximate solutions to the complex and difficult problems that our global society is facing. Furthermore, GJMS’ aims are:

 

  • To publish the research of nonlinear analysts whose work encourages, promotes and influences the interdisciplinary approach to solving problem from various areas.
  • Research that forges unity in diversity by bringing together a number of disciplines that solve a nonlinear phenomenon and understanding its relevance.
  • To seek research that influences unification of methods to shrink the boundaries of disciplines.
  • Research that identifies the benefits of all displaces though interaction on a broader and deeper scale.
  • Etc.

We will seek research papers from a broad scope of topics from various areas that will include, and not limited to:

 

  • Math epidemiology
  • Neural networks in Biomedicine
  • Asymptotic behavior of nonlinear systems attractors and confronts, applications to biology
  • Bifurcation, chaos and artificial intelligence in nonlinear electronics
  • Structural models in ecology theory and applications
  • Models in ecology: Spatial heterogeneity
  • Mathematical Neuroscience
  • Risk and Credibility Theory
  • Combinatorics
  • Roots of polynomials and systems of polynomials
  • Theory of difference equations
  • Nonlinear parabolic problems
  • Multiple solutions to nonlinear differential equations
  • Math modeling of enzyme systems
  • Parameter estimation and control
  • Nonlinear problems in superconductivity
  • Mathematics and computer vision
  • Canonical nonlinear modeling with applications to biochemistry
  • Dynamics of populations of cells and genes Reliability analysis
  • Mathematical Biology
  • Mathematical Finance
  • Non-convex analysis
  • Critical point theory and Hamiltonian systems.
  • Fixed point theory
  • Evolution equations
  • Positive discrete dynamical systems
  • Differential delay equations and applications

 

 

 

Section Policies

Articles

Checked Open Submissions Checked Indexed Checked Peer Reviewed
 

Publication Frequency

Every 6 Months

 

Open Access Policy

This journal provides immediate open access to its content on the principle that making research freely available to the public supports a greater global exchange of knowledge.

 


ISSN: 2164-3709