DIFFERENTIAL GRADED LIE GROUPS AND THEIR DIFFERENTIAL GRADED LIE ALGEBRAS von JUBIN, BENOIT, KOTOV, ALEXEI, PONCIN, NORBERT, SALNIKOV, VLADIMIR

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Comparison theorems for Kan, faintly universal and strongly universal derived functors von Alisa Govzmann, Damjan Pištalo, Norbert Poncin

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Koszul–Tate resolutions as cofibrant replacements of algebras over differential operators von di Brino, Gennaro, Pištalo, Damjan, Poncin, Norbert

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COALGEBRAIC APPROACH TO THE LODAY INFINITY CATEGORY, STEM DIFFERENTIAL FOR 2n-ARY GRADED AND HOMOTOPY ALGEBRAS von AMMAR, Mourad, PONCIN, Norbert

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Homotopical algebraic context over differential operators von Di Brino, Gennaro, Pištalo, Damjan, Poncin, Norbert

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The category of Z2n-supermanifolds von Covolo, Tiffany, Grabowski, Janusz, Poncin, Norbert

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Products in the category of -manifolds von Bruce, Andrew, Poncin, Norbert

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Products in the category of 2n-manifolds von Bruce, Andrew, Poncin, Norbert

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A Tale of Three Homotopies von Dotsenko, Vladimir, Poncin, Norbert

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Local forms of morphisms of colored supermanifolds von Covolo, Tiffany, Kwok, Stephen, Poncin, Norbert

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On the category of Lie n-algebroids von Bonavolontà, Giuseppe, Poncin, Norbert

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Products in the category of Z2n-manifolds von Bruce, Andrew, Poncin, Norbert

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Higher algebra over the Leibniz operad von Poncin, Norbert

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A new approach to model categorical homotopy fiber sequences von Govzmann, Alisa, Pištalo, Damjan, Poncin, Norbert

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Towards integration on colored supermanifolds von Poncin, Norbert

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Linear Z2n-Manifolds and Linear Actions von Bruce, Andrew James, Ibarguëngoytia, Eduardo, Poncin, Norbert

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Functional analytic issues in $\mathbb{Z}_2^n$-geometry von Bruce, Andrew James, Poncin, Norbert

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Higher trace and Berezinian of matrices over a Clifford algebra von Covolo, Tiffany, Ovsienko, Valentin, Poncin, Norbert

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Indeterminacies and models of homotopy limits von Govzmann, Alisa, Pistalo, Damjan, Poncin, Norbert

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The Schwarz-Voronov Embedding of Z2n-Manifolds von Bruce, Andrew James, Ibarguengoytia, Eduardo, Poncin, Norbert

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