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The origins of involutory quandles
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We present an overview of some older papers on involutory quandles, mostly from the times before the term "quandle" was born. It is meant as a reference guide, not (yet) as an expository article explaining what the involutory quandles are and what they are good for.
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Cited by 3 Pith papers
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On medial Latin quandles and affine modules
As categories, Latin medial quandles are equivalent to affine modules over Z[t^{±1},(1−t)^{−1}], and medial commutative quandles to affine modules over Z[1/2].
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Associated groups of symmetric quandles
Symmetric quandle associated groups are characterized: the underlying quandle's group is a central extension of the symmetric one with a free abelian kernel, and embeddability is equivalent.
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The kei word metric on the transvection group and its unit ball
Defines a kei-based bi-invariant word metric on the transvection group and analyzes its triviality in examples from group theory, dynamics, and symplectic geometry.
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