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The number of solutions of cubic equations over 3

Mansoor Saburov1, Mohd Ali Khameini Ahmad2.
Sains Malaysiana (Volume 44, No. 5, 2015, Pages 765 to 769)
Times cited: 0
We provide the number of solutions of a cubic equation in domains , 3 \ , 3 \ 3 and 3 .
Affiliation:
  1. International Islamic University Malaysia, Malaysia
  2. International Islamic University Malaysia, Malaysia
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Volume 54, No. 5, 2025
Volume 54, No. 4, 2025
Volume 54, No. 3, 2025
Volume 54, No. 2, 2025
Volume 54, No. 1, 2025

  Indexation
Indexed by MyJurnal (2021)
H-Index 6
Immediacy Index 0.000
Rank 0
Indexed by Web of Science (SCIE - Science Citation Index Expanded)
Impact Factor JCR (1.009)
Rank Q4 (Multidisciplinary Sciences)
Additional Information JCI (0.15)
Indexed by Scopus 2020
Impact Factor CiteScore (1.4)
Rank Q2 (Multidisciplinary)
Additional Information SJR (0.251)

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