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Sum Equals Product: A Diophantine Equation

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#diophantine-equations #project-euler
866
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Calculating how many decks of given size can be perfectly shuffled $k$ times and return to their original ordering.

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#group-theory #factoring #card-games #project-euler
73
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Walking positive square numbers and closing or opening doors

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#combinatorics #number-theory #project-euler
822
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Project Euler Problem #500

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#number-theory #project-euler
46
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Given $\sqrt {m^2+(n+o)^2}$ is int, is it possible that atleast one of $\sqrt {o^2+(n+m)^2}$ or $\sqrt {n^2+(o+m)^2}$ is also integer?

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#inequality #project-euler
250
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What is going wrong with my solution for Project Euler 224?

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#discrete-mathematics #project-euler
3.1k
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Formulae to find sum of all digits before n?

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#algorithms #project-euler
521
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Project Euler 233 on Hackerrank

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#project-euler
64
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How does a < b < c and a + b + c = s imply a < s/3 and b < s/2?

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#inequality #project-euler
751
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Digit Factorial Sum?

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#project-euler
687
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How does this algorithm find the largest prime factor?

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#prime-numbers #prime-factorization #project-euler
62
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What rules can I apply for divisible numbers?

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#project-euler
170
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Number of paths through a grid

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#project-euler
294
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Sum of $x^x$ final 10 digits

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#combinatorics #project-euler
647
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Find the sum of all n, 0 < n < 64,000,000 such that σ2(n) is a perfect square.

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#project-euler

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