Mathematician solves algebra’s oldest problem using intriguing new number sequences
A mathematician has discovered a new method to solve higher polynomial equations, avoiding classical radicals and infinite decimals. The approach uses novel number sequences connected to combinatorics and geometry, leading to a general solution for degree five polynomials.
SourceUniversity of New South Wales·JournalAmerican Mathematical Monthly·TypeComputational simulation/modeling·DateMay 1, 2025