%0 Journal Article %1 noauthororeditor %A Roy, Prof B M %D 2021 %J International Journal of Trend in Scientific Research and Development %K Chinese Congruence Cubic Formulation Remainder Theorem %N 4 %P 1272-1273 %T RP 170 Formulating Solutions of a Special Class of Standard Cubic Congruence Modulo p2 Multiple of 3n %U https://www.ijtsrd.commathemetics/applied-mathamatics/42540/rp170-formulating-solutions-of-a-special-class-of-standard-cubic-congruence-modulo-p2-multiple-of-3n/prof-b-m-roy %V 5 %X In this research paper, the author has formulated the solutions of a standard cubic congruence of composite modulus modulo p2 multiple of 3n, n being a positive integer. It is found that the said congruence has exactly 3p incongruent solutions p being an odd prime positive integer. It seems that the earlier mathematicians didn’t study such types of congruence. First time a formulation of solutions is established by the author. Formulation is the merit of the paper as formulation of solutions has provided a simple procedure of finding the required solutions with an ease. Prof B M Roy "RP-170: Formulating Solutions of a Special Class of Standard Cubic Congruence Modulo p2 Multiple of 3n" Published in International Journal of Trend in Scientific Research and Development (ijtsrd), ISSN: 2456-6470, Volume-5 | Issue-4 , June 2021, URL: https://www.ijtsrd.compapers/ijtsrd42540.pdf Paper URL: https://www.ijtsrd.commathemetics/applied-mathamatics/42540/rp170-formulating-solutions-of-a-special-class-of-standard-cubic-congruence-modulo-p2-multiple-of-3n/prof-b-m-roy

@article{noauthororeditor, abstract = {In this research paper, the author has formulated the solutions of a standard cubic congruence of composite modulus modulo p2 multiple of 3n, n being a positive integer. It is found that the said congruence has exactly 3p incongruent solutions p being an odd prime positive integer. It seems that the earlier mathematicians didn’t study such types of congruence. First time a formulation of solutions is established by the author. Formulation is the merit of the paper as formulation of solutions has provided a simple procedure of finding the required solutions with an ease. Prof B M Roy "RP-170: Formulating Solutions of a Special Class of Standard Cubic Congruence Modulo p2 Multiple of 3n" Published in International Journal of Trend in Scientific Research and Development (ijtsrd), ISSN: 2456-6470, Volume-5 | Issue-4 , June 2021, URL: https://www.ijtsrd.compapers/ijtsrd42540.pdf Paper URL: https://www.ijtsrd.commathemetics/applied-mathamatics/42540/rp170-formulating-solutions-of-a-special-class-of-standard-cubic-congruence-modulo-p2-multiple-of-3n/prof-b-m-roy }, added-at = {2021-07-15T12:11:18.000+0200}, author = {Roy, Prof B M}, biburl = {https://www.bibsonomy.org/bibtex/2d72d3db669da05b683dd853757d34a10/ijtsrd}, interhash = {b268ef53d9268ddd25e1b82d145d5d9e}, intrahash = {d72d3db669da05b683dd853757d34a10}, issn = {2456-6470}, journal = {International Journal of Trend in Scientific Research and Development}, keywords = {Chinese Congruence Cubic Formulation Remainder Theorem}, language = {english}, month = jun, number = 4, pages = {1272-1273}, timestamp = {2021-07-15T12:11:18.000+0200}, title = {RP 170 Formulating Solutions of a Special Class of Standard Cubic Congruence Modulo p2 Multiple of 3n }, url = {https://www.ijtsrd.commathemetics/applied-mathamatics/42540/rp170-formulating-solutions-of-a-special-class-of-standard-cubic-congruence-modulo-p2-multiple-of-3n/prof-b-m-roy}, volume = 5, year = 2021 }