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Algorithms to approximate numerically a root of a nonlinear equation or system: for instance, Newton's method, secant method, bisection, etc.

7 votes

Square root of prime numbers

My impression is that you have developed $(x_0-\sqrt{S})^{2^n}$ with Newton binomial formula, separated the terms with even index from the terms with odd index to get an expression of the form $A_n-\s …
Christophe Leuridan's user avatar
5 votes

Rigorous estimates on roots of function

If my computations are correct, there is a root of the form $x=1+\sin^2(\frac\theta2)$ with: $$\theta \in \left(\frac{k\pi}N,\frac{k\pi}N+\frac\pi{2N}\right) \text{ if }k < \frac{N}3-\frac12$$ $$\thet …
Christophe Leuridan's user avatar