ICMSS2018Putrajaya , MALAYSIA

All  academicians  and  researchers  are  invited  to  submit  original  abstract  for  presentation.  For more  information  and  submission  guidelines,  please go to ICMSS2018 website.  All Accepted papers will be compiled and published in the proceeding book.

ICMSS2018  is  now  accepting full Paper  submissions.  Prospective  authors  are  invited to register and submit their full paper file. The submitted file has to be in doc or Tex format. The number of pages is limited to a maximum of 8 pages.

Full Paper must be sent/upload via  Online Submission  form to the secretariat by  30 October 2017(for abstract) and 30 November 2017 (for Full paper). The first page of the draft paper should include:

(1) Title of the paper;

(2) Name, affiliation and e-mail address for each author;

(3) A maximum of 5 keywords of the paper.

Templates and guidelines

Please follow these essential guidelines when preparing your paper:

• Basic guidelines for preparing a paper 
• Guidelines for preparing reference lists

Authors must prepare their papers using our Microsoft Word or LaTeX2e templates for submission:

• Microsoft Word templates
• (JPCSWord Template Guidelines, JPCS Word Template, JPCS Example Word Document
• LaTeX2e class file or Download

Guidelines for authors Read more...

An acknowledgement email for the receipt of the submitted full Paper will be sent within two (2) working days.  If  the  authors  have  not  received  the  acknowledgement  email  or  the  result  notification  emails within the above specific periods, they can contact us by email at icmss2018@upm.edu.my.

INDEXES:

All accepted papers will be compiled and published in the Journal of Physics: Conference Series (JPCS) book.

JOURNALS:

TOPICS:

The interest areas of the conference include but are not limited to:

A. Algebra

• Number Theory
• General Algebraic Systems
• Field Theory And Polynomials
• Commutative Algebra
• Algebraic Geometry
• Linear And Multilinear Algebra; Matrix Theory
• Associative Rings And Algebras
• Nonassociative Rings And Algebras
• Category Theory; Homological Algebra
• Topological Groups, Lie Groups

B. Analysis

• Real Functions
• Measures And Integration
• Functions Of A Complex Variable
• Several Complex Variables And Analytic Spaces
• Special Functions
• Approximations And Expansions
• Harmonic Analysis On Euclidean Spaces
• Integral Tranforms, Operational Calculus
• Functional Analysis And Operator Theory

C. Differential Equations

• Ordinary Differential Equations
• Partial Differential Equations
• Dynamical Systems And Ergodic Theory
• Difference And Functional Equations
• Integral Equations
• Numerical Analysis

D. Geometry

• Convax And Discrete Geometry
• Differential Geometry
• General Topology
• Algebraic Topology

E. Mechanics

• Mechanics Of Particles And Systems
• Mechanics Of Deformable Solids
• Fluid Mechanics
• Classical Thermodynamics, Heat Transfer
• Quantum Theory
• Statistical Mechanics, Structure Of Matter
• Relativity And Gravitational Theory

F. Operations Research And Optimization

• Calculus Of Variations And Optimal Control; Optimization
• Operations Research, Mathematical Programming
• Game Theory, Ecomomics, Social And Behavioral Sciences
• Systems Theory; Control
• Computer Science

G.Statistics

• Probabilitiy Theory And Stochastic Processes
• Statistics

H. Mathematics Education

I. Others