$ t^n=a$ , we get one solution to the equation: $ $ t=e^{\frac{1}{n}\int^a_1 \frac{1}{x}}$ $ , generalizing this result by replacing the exponential with an elliptic modular function and the integral with hyperelliptic integrals, we can get every solution to an algebraic equation $ x$ in $ a_0+a_1x+a_2x^2+\cdots+a_nx^n=0$ with degree above 5 by formulation ofRead more