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New posts in recreational-mathematics
Possible all-Pentagon Polyhedra
geometry
graph-theory
recreational-mathematics
polyhedra
Mental $n-$th root of $N$
algebra-precalculus
arithmetic
roots
recreational-mathematics
Good Mathematical Puzzle Book for Couples
soft-question
recreational-mathematics
book-recommendation
Is there a simple reason why the expected number of coin flips till getting $m$ more heads than tails or $n$ more tails than heads should be $mn$?
probability
recreational-mathematics
Rigid nonagons and rational solutions of a hyperelliptic equation
geometry
number-theory
diophantine-equations
recreational-mathematics
What is the maximum "alive density" of cells in Conway's Game of Life when played on a torus?
computer-science
recreational-mathematics
computational-mathematics
noneuclidean-geometry
cellular-automata
Mathematical Games suitable for undergraduates
soft-question
recreational-mathematics
big-list
Is it possible to shuffle a 3x3 Rubik's cube so that there's no more than 2 pieces of the same color in every face?
combinatorics
group-theory
recreational-mathematics
rubiks-cube
Primes made from alternating factorials
elementary-number-theory
recreational-mathematics
factorial
Request for a proof of the following continued-fraction identity
arithmetic
recreational-mathematics
problem-solving
pi
continued-fractions
Secret santa problem
combinatorics
algorithms
recreational-mathematics
What is a nonlinear way the time on a clock can run?
functions
recreational-mathematics
Can somebody explain the plate trick to me?
recreational-mathematics
lie-groups
Books with fun exercises
reference-request
self-learning
recreational-mathematics
book-recommendation
$3 \times 3 $ Magic Square of Squares
elementary-number-theory
algorithms
recreational-mathematics
magic-square
Tiling a cylindrical piece of paper
geometry
recreational-mathematics
tiling
Proof of Closed Form Formula to convert a binary number to it's Gray code
recreational-mathematics
coding-theory
sum of one hundred numbers
contest-math
recreational-mathematics
pigeonhole-principle
Conjugates and commutators for twisty puzzles -- so what?
group-theory
finite-groups
recreational-mathematics
rubiks-cube
Solving a scrambled $3 \times 3 \times 3$ Rubik's Cube with at most 20 moves!
combinatorics
recreational-mathematics
rubiks-cube
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