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Journal Photo for Acta Ciencia Indica Mathematics
Peer reviewed only Open Access

Acta Ciencia Indica Mathematics (ACI Mathematics)

Publisher : Pragati Prakashan
Mathematics
Claim Your Journal Get PRC Visit Website
e-ISSN 0970-0455
Issue Frequency Continuously
Est. Year 1974
Mobile 01214007643
Language English
APC YES
Impact Factor Assignee Google Scholar
Email support@localhost

Journal Descriptions

ACTA Maths is a quarterly published journal. The aim of this journal is to publish research articles that are related to maths. It invites high quality studies in the fields of abstract algebra , the study of rings and fields , linear algebra , and vector spaces, (integral and differential ) calculus , vector analysis , complex analysis , real analysis , Fourier analysis , geometry , the study of space , shapes , and sizes , includes differential geometry , algebraic geometry , analytic geometry , affine geometry , projective geometry , Euclidian and non-Euclidian geometry , non-commutative geometry , topology, arithmetic, etc. The goal of journal is to constitute a qualified and continual platform for sharing studies of academicians, researchers and practitioners. The journal welcomes manuscript submissions from scholars everywhere.

Acta Ciencia Indica Mathematics (ACI Mathematics) is :-

  • International, Peer-Reviewed, Open Access, Refereed, Mathematics , Online , Continuously Journal

  • UGC Approved, ISSN Approved: P-ISSN E-ISSN: 0970-0455, Established: 1974,
  • Does Not Provide Crossref DOI

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

Publications of ACI Mathematics

R-GENERALIZED AND SPECIAL R-GENERALIZED RECURRENT FINSLER SPACE
DR. ANKIT MAURYA January, 2021
This paper has been devoted to the study of R- generalized and special R-generalized recurrent Finsler spaces of the second order (of first and second kind). In this paper first section is i...
Infinitesimal Transformation in a Finsler Space
DR. ANKIT MAURYA March, 2020
This paper has been divided into three sections, of which the first section is introductory, and the second section deals with normal projective infinitesimal transformation and curvature...