Silvan Schwarz

most citedA Variation of the Goldman-Millson Theorem for Filtered

L_{\infty}

Algebras

2 citations · 2 across the 2 of their papers we have counts for

collaborators

2 papers

math.AT2022

An Obstruction Theory for the Existence of Maurer-Cartan Elements in curved $L_{\infty}$ -algebras and an Application in Intrinsic Formality of $P_{\infty}$ -Algebras

Silvan Schwarz

Let $g$ be a curved $L_{\infty}$ -algebra endowed with a complete filtration $Fg$ . Suppose there exists an integer $r \in N_{0}$ for which the…

math.AT2019★ 2 cited

A Variation of the Goldman-Millson Theorem for Filtered $L_{\infty}$ Algebras

Silvan Schwarz

In this paper, we extend the Goldman-Millson Theorem for $L_{\infty}$ algebras. We consider two $L_{\infty}$ algebras $L$ and $L ~$ endowed with descending, bounded above and com…

An Obstruction Theory for the Existence of Maurer-Cartan Elements in curved L∞​-algebras and an Application in Intrinsic Formality of P∞​-Algebras

A Variation of the Goldman-Millson Theorem for Filtered L∞​ Algebras

An Obstruction Theory for the Existence of Maurer-Cartan Elements in curved $L_{\infty}$ -algebras and an Application in Intrinsic Formality of $P_{\infty}$ -Algebras

A Variation of the Goldman-Millson Theorem for Filtered $L_{\infty}$ Algebras