3 problems

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Conjecture 4.1a on the $G_{\infty}$ extension of ${\bf F}^{\cdot}$
Let ${\bf F}^{\cdot}$ be the completed tensor-product complex formed from the jet versions of $(\mathcal{F}^{\cdot},\mathcal{Q})$ and its complex conjugate, and let…
Conjectureopeng-infinity-algebras homotopy-algebras sigma-modelsarXiv posted 2 days ago
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The $G_3$ conjecture for the algebra of Proposition 3.2
Let the $G_{\infty}$ -algebra of Proposition 3.2 be the homotopy Gerstenhaber algebra constructed from the classical-limit operations. A $G_3$ -algebra has only bilinear and trilinea…
Conjectureopeng-infinity-algebras homotopy-algebrasarXiv posted 2 days ago
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Extension conjecture for the holomorphic–antiholomorphic homotopy Gerstenhaber algebra
The appropriately completed tensor product of the corresponding holomorphic and antiholomorphic homotopy Gerstenhaber algebras gives a homotopy Gerstenhaber algebra. Extension conj…
Conjectureopeng-infinity-algebras homotopy-algebras sigma-modelsarXiv posted 2 days ago

Conjecture 4.1a on the G∞G_{\infty}G∞​ extension of F⋅{\bf F}^{\cdot}F⋅