Rp-79: Formulation of Solutions of a class of standard cubic congruence of even composite modulus-a power of an odd positive integer multiple of a power of three
IJRTI1903020
Volume 4, Issue 3
Page 84 - 87
March 2019
205,604 Downloads
PublishedOpen AccessResearch PaperTransparent Peer ReviewedCC BY 4.0
ISSN2456-3315
Impact Factor10.57
UGC CAREApproved
Low Cost₹599 / $45
CrossRefDOI
ESTD2016
Peer ReviewTransparent
AccessOpen
Submission: Always Open
Paper Title
Rp-79: Formulation of Solutions of a class of standard cubic congruence of even composite modulus-a power of an odd positive integer multiple of a power of three
Authors
Prof. B M Roy
Keywords
Cubic Congruence, Composite Number, Chinese Remainder Theorem, Power Modulus.
Abstract
In this paper, a special class of standard cubic congruence of even composite modulus- a power of an odd positive integer multiple of power of three- is formulated. The established-formula is tested true. First time, a formula is developed for the solutions of the standard cubic congruence of the said type. Without formulation, it was very difficult to find the solutions of such cubic congruence. Formulation makes it possible to do so. Here lies the merit of the paper.
Choose the style your journal or department asks for, then copy it.
Every version below is generated from this paper's own record.
IJRTI — journal style
"Rp-79: Formulation of Solutions of a class of standard cubic congruence of even composite modulus-a power of an odd positive integer multiple of a power of three", IJRTI - International Journal for Research Trends and Innovation (www.ijrti.org), ISSN:2456-3315, Vol.4, Issue 3, page no.84 - 87, March-2019, Available :https://ijrti.org/papers/IJRTI1903020.pdf
APA — 7th edition
Roy, B. M. (2019). Rp-79: Formulation of Solutions of a class of standard cubic congruence of even composite modulus-a power of an odd positive integer multiple of a power of three. International Journal for Research Trends and Innovation, 4(3), 84 - 87. https://ijrti.org/viewpaperforall.php?paper=IJRTI1903020
MLA — 9th edition
Roy, B M. "Rp-79: Formulation of Solutions of a class of standard cubic congruence of even composite modulus-a power of an odd positive integer multiple of a power of three." International Journal for Research Trends and Innovation, vol. 4, no. 3, 2019, pp. 84 - 87, https://ijrti.org/viewpaperforall.php?paper=IJRTI1903020.
Chicago — 17th, bibliography
Roy, B M. "Rp-79: Formulation of Solutions of a class of standard cubic congruence of even composite modulus-a power of an odd positive integer multiple of a power of three." International Journal for Research Trends and Innovation 4, no. 3 (2019): 84 - 87. https://ijrti.org/viewpaperforall.php?paper=IJRTI1903020.
Harvard — author–date
Roy, B.M. (2019) 'Rp-79: Formulation of Solutions of a class of standard cubic congruence of even composite modulus-a power of an odd positive integer multiple of a power of three', International Journal for Research Trends and Innovation, 4(3), pp. 84 - 87. Available at: https://ijrti.org/viewpaperforall.php?paper=IJRTI1903020
IEEE — numbered reference
B. M. Roy, "Rp-79: Formulation of Solutions of a class of standard cubic congruence of even composite modulus-a power of an odd positive integer multiple of a power of three," IJRTI, vol. 4, no. 3, pp. 84 - 87, Mar. 2019.
Vancouver — biomedical
Roy BM. Rp-79: Formulation of Solutions of a class of standard cubic congruence of even composite modulus-a power of an odd positive integer multiple of a power of three. IJRTI. 2019 Mar;4(3):84 - 87.
AMA — 11th edition
Roy BM. Rp-79: Formulation of Solutions of a class of standard cubic congruence of even composite modulus-a power of an odd positive integer multiple of a power of three. IJRTI. 2019;4(3):84 - 87. Accessed at https://ijrti.org/viewpaperforall.php?paper=IJRTI1903020
BibTeX — Zotero, Mendeley, LaTeX
@article{IJRTI1903020,
author = {B M Roy},
title = {Rp-79: Formulation of Solutions of a class of standard cubic congruence of even composite modulus-a power of an odd positive integer multiple of a power of three},
journal = {International Journal for Research Trends and Innovation},
volume = {4},
number = {3},
pages = {84 - 87},
year = {2019},
month = {March},
issn = {2456-3315},
url = {https://ijrti.org/viewpaperforall.php?paper=IJRTI1903020}
}
RIS — EndNote, RefWorks
TY - JOUR
AU - Roy, B M
TI - Rp-79: Formulation of Solutions of a class of standard cubic congruence of even composite modulus-a power of an odd positive integer multiple of a power of three
T2 - International Journal for Research Trends and Innovation
JA - IJRTI
VL - 4
IS - 3
PY - 2019
SN - 2456-3315
UR - https://ijrti.org/viewpaperforall.php?paper=IJRTI1903020
SP - 84
EP - 87
ER -
International Journal for Research Trends and InnovationPublished by IJRTI (JW Publication)
2456-3315ISSN
10.57Impact Factor
2016ESTD Year
OpenAccess
Impact Factor 10.57 calculated by Google Scholar and Semantic Scholar.
An International Scholarly Open Access Journal, Peer-Reviewed, Refereed Journal Impact Factor 10.57 Calculate by Google Scholar and Semantic Scholar | AI-Powered Research Tool, Multidisciplinary, Monthly, Multilanguage Journal Indexing in All Major Database & Metadata, Citation Generator
UGC CARE Approved Journal — Transparent Peer-reviewed journal aligned with UGC’s 2025 suggestive parameters, with CrossRef DOI registration and Scopus Standard metadata on every published paper.
Disclaimer:
The content, data and findings in this article are based on the authors’ research and have been
peer-reviewed for academic purposes only. Readers are advised to verify all information before practical
or commercial use. The journal and its editorial board are not liable for any errors, losses or
consequences arising from its use.
Declarations
Funding
No external funding was received for this study.
Conflict of Interest
The authors declare that they have no conflict of interest.
Acknowledgements
The authors would like to thank the reviewers and the editorial board of International Journal for Research Trends and Innovation for their careful reading and constructive comments, and all colleagues who supported the preparation of this manuscript.