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Etingof's conjecture on the categorified algebraic closure of the algebraic closure of the field with two elements
Let $bb F_2$ be the field with two elements and let $\overline{bb F}_2$ be its algebraic closure. The proposed categorified algebraic closure is a non-semisimple symmetric monoidal…
Conjectureopencategorified-algebra hopf-algebras representation-theoryarXiv posted 2 days ago
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The infinitely categorified absolute Galois group conjecture for the real numbers
The field $bb R$ has an absolute Galois group whose categorification is related to the extension of real vector spaces by complex super vector spaces. The paper proposes an infinit…
Conjectureopencategorified-algebra galois-theory topological-field-theoryarXiv posted 2 days ago

Etingof's conjecture on the categorified algebraic closure of the algebraic closure of the field with two elements