There are exactly two pairs of non-isomorphic groups of order 64 whose representation categories are monoidally equivalent.
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New results characterizing the intersection distribution and non-hitting index of finite field polynomials, including geometric links to projective equivalence and resolutions of open problems.
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Complete Isocategorical Classification of Groups of Order 64 via GAP
There are exactly two pairs of non-isomorphic groups of order 64 whose representation categories are monoidally equivalent.
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The Intersection Distribution: New Results and Perspectives
New results characterizing the intersection distribution and non-hitting index of finite field polynomials, including geometric links to projective equivalence and resolutions of open problems.