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Algebra |
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Authors: Tai-Choon Yoon
This paper presents a solvable sextic equation under the condition that several coefficients of such polynomials are restricted to become dependent on the preceding or following coefficients. We can solve a sextic equation by restricting one or two in total seven coefficients available, and by solving a bisextic equation and a quintic equation. And we can also find the arbitrary coupling coefficients that generate a new solvable sextic equation as well.
Comments: 6 Pages.
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[v1] 2023-08-19 23:25:38
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