3 problems

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The derivation crossed-product invariance conjecture in algebraic bivariant K-theory
Let $A$ be a locally convex algebra and let $delta$ be a continuous derivation of $A$ . Define $A\ltimes_\delta\mathbb{N}$ as the locally convex algebra generated by $A$ and an elem…
Conjectureopenbivariant-k-theory locally-convex-algebras weyl-algebraarXiv posted 2 days ago
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Conjecture that the map $\psi_0$ is an isomorphism
Let $\psi_0$ be the surjective map constructed from the algebra of diagrammatic generators to the relevant algebra of endomorphisms, with proposed free generators…
Conjectureopendiagrammatic-algebras temperley-lieb-algebras weyl-algebraarXiv posted 2 days ago
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Mokhov's conjecture on commuting differential operators of rank $6s\pm1$
Mokhov's conjecture. There exist commuting ordinary scalar differential operators with polynomial coefficients related to a spectral curve of an arbitrary genus $g>1$ and an arbitr…
Conjectureopencommuting-differential-operators spectral-curves weyl-algebraarXiv posted 2 days ago

The derivation crossed-product invariance conjecture in algebraic bivariant K-theory