Authors: Ahcene Ait Saadi
For centuries, mathematicians have been studying polynomials, especially the zeros of polynomials. the theory of Galois states that we cannot find a general formula for solving equations greater than 4. In this article I study the invariant polynomials of degrees 6,10 and 12. When we make a variable change to these polynomials, they become two-square. Which allows us to solve equations of higher degree.
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[v1] 2024-07-24 20:34:18
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