Newbetuts

Are there arbitrarily long prime gaps in which each number has at least three distinct prime factors?

Plotting $\left(1+\frac{1}{x^n}\right)^{x^n}$.

Minimum number of iterations in Newton's method to find a square root

Can we compute all digits of the Euler-Mascheroni constant?

Can Russell's paradox, Halting problem and Godel's Incompleteness theorem be generalized?

Efficiency of a root finding algorithm

Interesting behavior of the $2$-tag system $\{a\rightarrow abc,b\rightarrow ab,c\rightarrow c\}$

Quadratic sieve algorithm

What interesting open mathematical problems could be solved if we could perform a "supertask" and what couldn't?

Given two algebraic conjugates $\alpha,\beta$ and their minimal polynomial, find a polynomial that vanishes at $\alpha\beta$ in a efficient way

Calculating logs and fractional exponents by hand

Gauss-divergence theorem for volume integral of a gradient field

Product of primes mod n

Efficient computation of $\sum_{k=1}^n \left\lfloor \frac{n}{k}\right\rfloor$

Computing (on a computer) the first few (non-trivial) zeros of the zeta function of a number field

How to integrate PDEs back to the original function, e.g. $x e^{-x^2-y^2}$? (Generic or numeric approaches are welcome.)

Find palindromes in two consecutive number bases?

New posts in computational-mathematics

How can I solve this problem without having to do it by hand?

Krylov-like method for solving systems of polynomials?

Why are there mathematicians that do not use computers?

Are there arbitrarily long prime gaps in which each number has at least three distinct prime factors?

Plotting $\left(1+\frac{1}{x^n}\right)^{x^n}$.

Minimum number of iterations in Newton's method to find a square root

Can we compute all digits of the Euler-Mascheroni constant?

Can Russell's paradox, Halting problem and Godel's Incompleteness theorem be generalized?

Efficiency of a root finding algorithm

Interesting behavior of the $2$-tag system $\{a\rightarrow abc,b\rightarrow ab,c\rightarrow c\}$

Quadratic sieve algorithm

What interesting open mathematical problems could be solved if we could perform a "supertask" and what couldn't?

Given two algebraic conjugates $\alpha,\beta$ and their minimal polynomial, find a polynomial that vanishes at $\alpha\beta$ in a efficient way

Calculating logs and fractional exponents by hand

Gauss-divergence theorem for volume integral of a gradient field

Product of primes mod n

Efficient computation of $\sum_{k=1}^n \left\lfloor \frac{n}{k}\right\rfloor$

Computing (on a computer) the first few (non-trivial) zeros of the zeta function of a number field

How to integrate PDEs back to the original function, e.g. $x e^{-x^2-y^2}$? (Generic or numeric approaches are welcome.)

Find palindromes in two consecutive number bases?