User Rebecca J. Stones

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I now YouTube in Chinese.

Pronouns: she/her

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Necromancer

Apr 19, 2022
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Jun 26, 2022

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Jan 15, 2020
Self-Learner

Apr 2, 2017
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Oct 20, 2019

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co.combinatorics

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latin-square

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graph-theory

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group-actions

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trees

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recreational-mathematics

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Does there exist a Latin square of order 9 for which its 9 broken diagonals and 9 broken antidiagonals are transversals?

Jun 24, 2022

Reconstruction Conjecture: are almost all digraphs reconstructible?

Jul 11, 2015

Do the windmills $K_5^{(3)}$ and $K_5^{(4)}$ admit graceful labellings?

Jun 14, 2022

Does there exist a Latin square of order 9 for which its 9 broken diagonals and 9 broken antidiagonals are transversals?

Jun 24, 2022

A published proof for: the number of labeled $i$-edge ($i \geq 1$) forests on $p^k$ vertices is divisible by $p^k$

Mar 14, 2014

Is recognizing if a Latin square is isotopic to its transpose more efficient than computing its symmetry group?

Apr 6, 2017

Are the roots of chromatic polynomials plus a fixed constant dense in $\mathbb{C}$?

May 23, 2014

For which divisors $a$ and $b$ of $n$ does there exist a Latin square of order $n$ that can be partitioned into $a \times b$ subrectangles?

Jan 23, 2016

For which divisors $a$ and $b$ of $n$ does there exist a Latin square of order $n$ that can be partitioned into $a \times b$ subrectangles?

Apr 18, 2022

How can I determine if this decomposition of $K_{33,33}$ comes from an alpha-labelling?

Sep 12, 2016