Boris Shoikhet

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Person:207631

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zbMath Open shoikhet.borisMaRDI QIDQ207631

List of research outcomes

PublicationDate of PublicationType
The twisted tensor product of \(\operatorname{dg}\) categories and a contractible 2-operad2023-11-14Paper
On comparison of the Tamarkin and the twisted tensor product 2-operads2023-04-08Paper
The category $\Theta_2$, derived modifications, and deformation theory of monoidal categories2022-10-04Paper
https://portal.mardi4nfdi.de/entity/Q50250802022-02-01Paper
On the twisted tensor product of small dg categories2021-06-14Paper
A closed model structure on the category of weakly unital dg categories, II2021-05-20Paper
A proof of the contractibility of the 2-operad defined via the twisted tensor product2019-10-27Paper
A Quillen model structure on the category of Kontsevich-Soibelman weakly unital dg categories2019-07-18Paper
Graded Leinster Monoids and Generalized Deligne Conjecture for 1-Monoidal Abelian Categories2019-02-06Paper
On the Tensor Product of Linear Sites and Grothendieck Categories2019-02-06Paper
On higher structure on the operadic deformation complexes ${Def}(e_n\to \mathcal{P})$2018-10-26Paper
An \(L_\infty \) algebra structure on polyvector fields2018-04-19Paper
On the Evrard fibrant replacement of a functor2017-01-06Paper
Differential graded categories and Deligne conjecture2016-01-15Paper
The PBW property for associative algebras as an integrability condition.2015-05-22Paper
Tetramodules over a bialgebra form a 2-fold monoidal category2013-07-19Paper
Monoidal cofibrant resolutions of dg algebras2011-12-11Paper
A bialgebra axiom and the Dold-Kan correspondence2011-09-26Paper
Koszul duality in deformation quantization and Tamarkin's approach to Kontsevich formality2010-05-26Paper
Hopf algebras, tetramodules, and n-fold monoidal categories2009-07-20Paper
On \([A,A/[A[A,A]]\) and on a \(W_n\)-action on the consecutive commutators of free associative algebras.]2008-03-06Paper
Kontsevich formality and PBW algebras2007-08-12Paper
Koszul duality in deformation quantization, I2007-06-15Paper
An explicit construction of the Quillen homotopical category of dg Lie algebras2007-06-09Paper
Hochschild cohomology of the Weyl algebra and traces in deformation quantization2005-06-21Paper
Tsygan formality and Duflo formula2004-05-18Paper
An explicit formula for the deformation quantization of Lie bialgebras2004-02-03Paper
Riemann-Roch-Hirzebruch theorem and Topological Quantum Mechanics2004-01-28Paper
A concept of $\frac23$PROP and deformation theory of (co)associative bialgebras2003-11-19Paper
A proof of the Tsygan formality conjecture for chains.2003-11-16Paper
An explicit deformation theory of (co)associative bialgebras2003-10-20Paper
The CROCs, non-commutative deformations, and (co)associative bialgebras2003-06-09Paper
Vanishing of the Kontsevich integrals of the wheels2003-03-16Paper
Integration of the lifting formulas and the cyclic homology of the algebras of differential operators2002-05-27Paper
Deformation quantization with traces2001-01-16Paper
Graded Lie algebras whose Cartan subalgebra is the algebra of polynomials in one variable2001-01-15Paper
Lifting formulas. II2000-08-13Paper
Deformation quantization with traces and vanishing of the wheels2000-04-12Paper
Certain topics on the representation theory of the Lie algebra \(gl(\lambda)\)1999-03-25Paper
https://portal.mardi4nfdi.de/entity/Q38401311998-11-05Paper
On the $A_\infty$-Formality conjecture0001-01-03Paper
On the Duflo formula for $L_\infty$-algebras and Q-manifolds0001-01-03Paper
On the Kontsevich and the Campbell-Baker-Hausdorff deformation quantizations of a linear Poisson structure0001-01-03Paper
Gerstenhaber bracket on double Hochschild complex and deformation theory0001-01-03Paper
Representations of the Lie algebra gl(infinity)^ and ``reciprocity formula for Clebsch-Gordan coefficients0001-01-03Paper
Certain Topics on the Lie Algebra gl(lambda) Representation Theory0001-01-03Paper
On the cyclic Formality conjecture0001-01-03Paper
WITHDRAWN: Lifting formulas, Moyal product, and Feigin spectral sequence0001-01-03Paper

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