ICADM 2018 invites papers describing original research in the areas of Mathematics. Papers must be typeset using LaTeX/Msword. Further details may be included in a clearly marked appendix that will be read at the discretion of the program committee. Only electronic submission is allowed. Submitted papers must describe previously unpublished work and may not be submitted concurrently to another conference with refereed proceedings or to a refereed journal.
NOTE:     The authors are requested to submit their original research papers in.pdf/.doc file format, by e-mail to firstname.lastname@example.org
The range of topics within the scope of ICADM 2018 includes (but is not limited to) the following:
|Commutative algebra||Algebraic Combinatorics||Algebraic Topology|
|Algebraic geometry||Commutative topological algebras||Ordered algebraic structures|
|Lattices||Linear and multilinear algebra||Associative rings|
|Nonassociative rings||Field theory and polynomials||Homological algebra|
|Group theory and generalizations||Topological groups||Real functions|
|Graph theory||Functions of a complex variable||Potential theory|
|Algebraic graph theory||Operator theory||Cryptography|
|Combinatorics||Stochastic modelling||Fuzzy theory and its applications|
All the accepted papers for presentation in ICADM-2018 will be published in the International Journal of Computer Science (ISSN:2348-6600 and indexed in various databases) as conference proceedings and it will be distributed at the time of conference.Note that the number of pages in the paper for conference proceedings is limited up to 7 pages and it is a combined volume of papers presented in ICADM-2018, without any reviewing process. If the authors don’t want to publish their work in the conference proceedings, then please send only the abstract of the paper for presentation.
After the conference, authors are expected to revise the paper according to the specifications to be made at conference desk and resubmit the extended version of the paper for consideration for Journal publication. After peer reviewed, selected papers are likely to be published as a special issue in the following leading international Journals.
AKCE International Journal of Graphs and Combinatorics    [Elsevier, Scopus, UGC Approved, to be included in SCI Expanded]
Applied Mathematics-A Journal of Chinese Universities    [SCI Journal, I.F: 0.247, UGC Approved]
Arab Journal of Mathematical Sciences    [Elsevier,UGC Approved Journals]
Palestine Journal of Mathematics    [UGC Approved Journals]
Other Journals To be Announced