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Journal Photo for Applied Mathematics & Information Sciences
Peer reviewed only Open Access

Applied Mathematics & Information Sciences (AMIS)

Publisher : Natural Sciences Publishing (NSP)
Mathematics Information Sciences Computer Science
e-ISSN 2325-0399
p-ISSN 1935-0090
Issue Frequency Half-Yearly
Impact Factor 1.232
Est. Year 2007
Mobile 2693874950
DOI YES
Country United States
Language English, Arabic
APC YES
Impact Factor Assignee Google Scholar
Email amis@natural-s-publishing.com

Journal Descriptions

Applied Mathematics & Information Sciences (AMIS) is dedicated to rapid publication of the highest quality short papers, regular papers, and expository papers. Appl. Math. Inf. Sci. accepts new submissions in English and Arabic languages, considering only original and timely contributions containing new results in applied mathematics and information sciences. Manuscripts may discuss fundamental or applied issues, and should offer clear evidence of novelty and significance. Appl. Math. Inf. Sci. accepts papers through peer review by professional colleagues in the relevant fields. Unless clearly below the standard required by the journal, submitted articles will be sent to referees. They will generally be reviewed by at least two experts with the aim of reaching a decision as soon as possible. Where possible, the final decision is made on the basis that the referees are in accordance with one another. When there is a strong disagreement between referees, advice is sought from a member of the journals Editorial Board.

Applied Mathematics & Information Sciences (AMIS) is :-

  • International, Peer-Reviewed, Open Access, Refereed, Mathematics, Information Sciences, Computer Science , Online or Print , Half-Yearly Journal

  • UGC Approved, ISSN Approved: P-ISSN P-ISSN: 1935-0090, E-ISSN: 2325-0399, Established: 2007, Impact Factor: 1.232
  • Provides Crossref DOI
  • Not indexed in Scopus, WoS, DOAJ, PubMed, UGC CARE

Indexing

Publications of AMIS

Mustafa ÖZKAN January, 2018
A Hadamard code which is written via a Hadamard matrix is (2n,4n,n) code. In this study some special codes over F2+uF2 = {0, 1, u, 1+u} where u2 = 0 are written and it is shown that images o...