Maxim Zabzine

The Equivariant B model

Festuccia, Guido; Mauch, Roman; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), 2025

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Off-shell color-kinematics duality from codifferentials

Ben-Shahar, Maor; Bonechi, Francesco; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), 2025

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Symplectic Cuts and Open/Closed Strings I

Cassia, Luca; Longhi, Pietro; Zabzine, Maxim

Part of Communications in Mathematical Physics, 2025

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N=(2,2) superfields and geometry revisited

Hull, Chris; Zabzine, Maxim

Part of Journal of Physics A, 2024

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β-Ensembles and higher genera Catalan numbers

Cassia, Luca; Posch, Vera; Zabzine, Maxim

Part of Letters in Mathematical Physics, 2024

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The Equivariant B model

Festuccia, Guido; Mauch, Roman; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), 2025

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Off-shell color-kinematics duality from codifferentials

Ben-Shahar, Maor; Bonechi, Francesco; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), 2025

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Symplectic Cuts and Open/Closed Strings I

Cassia, Luca; Longhi, Pietro; Zabzine, Maxim

Part of Communications in Mathematical Physics, 2025

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N=(2,2) superfields and geometry revisited

Hull, Chris; Zabzine, Maxim

Part of Journal of Physics A, 2024

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β-Ensembles and higher genera Catalan numbers

Cassia, Luca; Posch, Vera; Zabzine, Maxim

Part of Letters in Mathematical Physics, 2024

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From equivariant volumes to equivariant periods

Cassia, Luca; Piazzalunga, Nicolo; Zabzine, Maxim

Part of Advances in Theoretical and Mathematical Physics, p. 961-1064, 2023

• DOI for From equivariant volumes to equivariant periods

Towards equivariant Yang-Mills theory

Bonechi, F.; Cattaneo, A. S.; Zabzine, Maxim

Part of Journal of Geometry and Physics, 2023

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On refined Chern-Simons and refined ABJ matrix models

Cassia, Luca; Zabzine, Maxim

Part of Letters in Mathematical Physics, 2022

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Playing With the Index of M-Theory

Del Zotto, Michele; Nekrasov, Nikita; Piazzalunga, Nicolo; Zabzine, Maxim

Part of Communications in Mathematical Physics, p. 817-865, 2022

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Shifts of prepotentials

Nekrasov, Nikita; Piazzalunga, Nicolo; Zabzine, Maxim; Vergne, Michele

Part of SciPost Physics, 2022

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Localizing non-linear N = (2,2) sigma model on S-2

Alekseev, Victor; Festuccia, Guido; Mishnyakov, Victor; Terziev, Nicolai et al.

Part of European Physical Journal C, 2022

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Morita equivalence and the generalized Kähler potential

Bischoff, Francis; Gualtieri, Marco; Zabzine, Maxim

Part of Journal of differential geometry, p. 187-226, 2022

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Virasoro constraints revisited

Cassia, Luca; Lodin, Rebecca; Zabzine, Maxim

Part of Communications in Mathematical Physics, p. 1729-1755, 2021

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Observables in the equivariant A-model

Bonechi, F.; Cattaneo, A. S.; Iraso, R.; Zabzine, Maxim

Part of Letters in Mathematical Physics, p. 695-711, 2020

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Solving q-Virasoro constraints

Lodin, Rebecca; Popolitov, Aleksandr; Shakirov, Shamil; Zabzine, Maxim

Part of Letters in Mathematical Physics, p. 179-210, 2020

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On matrix models and their q-deformations

Cassia, Luca; Lodin, Rebecca; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), 2020

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S-duality and supersymmetry on curved manifolds

Festuccia, Guido; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), 2020

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Transversally elliptic complex and cohomological field theory

Festuccia, Guido; Qiu, Jian; Winding, Jacob; Zabzine, Maxim

Part of Journal of Geometry and Physics, p. 103786, 2020

• DOI for Transversally elliptic complex and cohomological field theory

7D supersymmetric Yang-Mills on hypertoric 3-Sasakian manifolds

Iakovidis, Nikolaos; Qiu, Jian; Rocén, Andreas; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), 2020

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Twisting with a Flip (The Art of Pestunization)

Festuccia, Guido; Qiu, Jian; Winding, Jacob; Zabzine, Maxim

Part of Communications in Mathematical Physics, p. 341-385, 2020

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Equivariant Batalin-Vilkovisky formalism

Bonechi, F.; Cattaneo, A. S.; Qiu, Jian; Zabzine, Maxim

Part of Journal of Geometry and Physics, 2020

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Exact SUSY Wilson loops on S-3 from q-Virasoro constraints

Cassia, Luca; Lodin, Rebecca; Popolitov, Aleksandr; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), 2019

• DOI for Exact SUSY Wilson loops on S-3 from q-Virasoro constraints
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q-Virasoro Modular Triple

Nieri, Fabrizio; Pan, Yiwen; Zabzine, Maxim

Part of Communications in Mathematical Physics, p. 397-422, 2019

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Elliptic modular double and 4d partition functions

Lodin, Rebecca; Nieri, Fabrizio; Zabzine, Maxim

Part of Journal of Physics A, 2018

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3D mirror symmetry from S-duality

Nieri, Fabrizio; Pan, Yiwen; Zabzine, Maxim

Part of Physical Review D. Particles and fields, 2018

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3d expansions of 5d instanton partition functions

Nieri, Fabrizio; Pan, Yiwen; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), 2018

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7D supersymmetric Yang-Mills on curved manifolds

Polydorou, Konstantina; Rocén, Andreas; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), 2017

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Localization techniques in quantum field theories

Pestun, Vasily; Zabzine, Maxim; Benini, Francesco; Dimofte, Tudor et al.

Part of Journal of Physics A, 2017

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q-Virasoro Modular Double and 3d Partition Functions

Nedelin, Anton; Nieri, Fabrizio; Zabzine, Maxim

Part of Communications in Mathematical Physics, p. 1059-1102, 2017

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q-Virasoro constraints in matrix models

Nedelin, Anton; Zabzine, Maxime

Part of Journal of High Energy Physics (JHEP), 2017

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N=2 supersymmetric gauge theory on connected sums of S2xS2

Festuccia, Guido; Qiu, Jian; Winding, Jacob; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), 2017

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Modular properties of full 5D SYM partition function

Qiu, Jian; Tizzano, Luigi; Winding, Jacob; Zabzine, Maxime

Part of Journal of High Energy Physics (JHEP), 2016

• DOI for Modular properties of full 5D SYM partition function

On twisted N=2 5D super Yang-Mills theory

Qiu, Jian; Zabzine, Maxim

Part of Letters in Mathematical Physics, p. 1-27, 2016

• DOI for On twisted N=2 5D super Yang-Mills theory

Gluing Nekrasov partition functions

Qiu, Jian; Tizzano, Luigi; Winding, Jacob; Zabzine, Maxim

Part of Communications in Mathematical Physics, p. 785-816, 2015

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Gauge theories with 16 supersymmetries on spheres

Minahan, Joseph A.; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), 2015

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5D Super Yang-Mills on Y-p,Y-q Sasaki-Einstein Manifolds

Qiu, Jian; Zabzine, Maxim

Part of Communications in Mathematical Physics, p. 861-904, 2015

• DOI for 5D Super Yang-Mills on Y-p,Y-q Sasaki-Einstein Manifolds

Wilson Lines from Representations of NQ-Manifolds

Bonechi, Francesco; Qiu, Jian; Zabzine, Maxim

Part of International mathematics research notices, p. 2440-2493, 2014

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Factorization of 5D super Yang-Mills theory on Y-p,Y-q spaces

Qiu, Jian; Zabzine, Maxim

Part of Physical Review D, 2014

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Chiral de Rham complex on Riemannian manifolds and special holonomy

Ekstrand, Joel; Heluani, Reimundo; Källén, Johan; Zabzine, Maxim

Part of Communications in Mathematical Physics, p. 575-613, 2013

• DOI for Chiral de Rham complex on Riemannian manifolds and special holonomy

Equivariant Rozansky-Witten classes and TFTs

Källén, Johan; Qiu, J.; Zabzine, Maxim

Part of Journal of Geometry and Physics, p. 222-242, 2013

• DOI for Equivariant Rozansky-Witten classes and TFTs

5D super Yang-Mills theory and the correspondence to AdS(7)/CFT6

Minahan, Joseph A.; Nedelin, Anton; Zabzine, Maxim

Part of Journal of Physics A, p. 355401, 2013

• DOI for 5D super Yang-Mills theory and the correspondence to AdS(7)/CFT6

N 3-behavior from 5D Yang-Mills theory

Källén, Johan; Minahan, Joseph A.; Nedelin, Anton; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), p. 184, 2012

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Sheaves of N=2 supersymmetric vertex algebras on Poisson manifolds

Ekstrand, Joel; Heluani, Reimundo; Zabzine, Maxim

Part of Journal of Geometry and Physics, p. 2259-2278, 2012

• DOI for Sheaves of N=2 supersymmetric vertex algebras on Poisson manifolds

Twisted supersymmetric 5D Yang-Mills theory and contact geometry

Källén, Johan; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), p. 125, 2012

• DOI for Twisted supersymmetric 5D Yang-Mills theory and contact geometry

Knot invariants and new weight systems from general 3D TFTs

Qiu, Jian; Zabzine, Maxim

Part of Journal of Geometry and Physics, p. 242-271, 2012

• DOI for Knot invariants and new weight systems from general 3D TFTs

Generalized Kahler geometry in (2,1) superspace

Hull, Chris; Lindström, Ulf; Rocek, Martin; von Unge, Rikard et al.

Part of Journal of High Energy Physics (JHEP), p. 13, 2012

• DOI for Generalized Kahler geometry in (2,1) superspace

The perturbative partition function of supersymmetric 5D Yang-Mills theory with matter on the five-sphere

Källén, Johan; Qiu, Jian; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), p. 157, 2012

• DOI for The perturbative partition function of supersymmetric 5D Yang-Mills theory with matter on the five-sphere

AKSZ construction from reduction data

Bonechi, Francesco; Cabrera, Alejandro; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), 2012

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Introduction to Graded Geometry, Batalin-Vilkovisky Formalism and their Applications

Qiu, Jian; Zabzine, Maxim

Part of Archivum Mathematicum, p. 143-199, 2011

Superconformal Structures on Generalized Calabi-Yau Metric Manifolds

Heluani, Reimundo; Zabzine, Maxim

Part of Communications in Mathematical Physics, p. 333-364, 2011

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Courant-like brackets and loop spaces

Ekstrand, Joel; Zabzine, Maxim

Part of Journal of High Energy Physics (JHEP), 2011

• DOI for Courant-like brackets and loop spaces

Generalized Calabi-Yau metric and generalized Monge-Ampere equation

Hull, Chris M.; Lindström, Ulf; Rocek, Martin; von Unge, Rikard et al.

Part of Journal of High Energy Physics (JHEP), 2010

• DOI for Generalized Calabi-Yau metric and generalized Monge-Ampere equation

Odd Chern-Simons Theory, Lie Algebra Cohomology and Characteristic Classes

Qiu, Jian; Zabzine, Maxim

Part of Communications in Mathematical Physics, p. 789-833, 2010

• DOI for Odd Chern-Simons Theory, Lie Algebra Cohomology and Characteristic Classes

Generalized Kahler geometry and gerbes

Hull, Chris M.; Lindström, Ulf; Rocek, Martin; von Unge, Rikard et al.

Part of Journal of High Energy Physics (JHEP), 2009

• DOI for Generalized Kahler geometry and gerbes

Nonabelian generalized gauge multiplets

Lindström, Ulf; Rocek, Martin; Ryb, Itai; von Unge, Rikard et al.

Part of Journal of High Energy Physics (JHEP), 2009

Poisson Sigma Model on the Sphere

Bonechi, Francesco; Zabzine, Maxim

Part of Communications in Mathematical Physics, p. 1033-1063, 2009

• DOI for Poisson Sigma Model on the Sphere

Non-linear sigma models via the chiral de Rham complex

Ekstrand, Joel; Heluani, Reimundo; Källén, Johan; Zabzine, Maxim

Part of Advances in Theoretical and Mathematical Physics, p. 1221-1254, 2009

T-duality and generalized Kahler geometry

Lindström, Ulf; Rocek, Martin; Ryb, Itai; von Unge, Rikard et al.

Part of Journal of High Energy Physics, 2008

Euclidean supersymmetry, twisting and topological sigma models

Hull, C. M.; Lindström, Ulf; dos Santos, L. Melo; von Unge, R. et al.

Part of Journal of High Energy Physics (JHEP), 2008

• DOI for Euclidean supersymmetry, twisting and topological sigma models

New N = (2, 2) vector multiplets

Lindström, Ulf; Rocek, Martin; Ryb, Itai; von Unge, Rikard et al.

Part of Journal of High Energy Physics (JHEP), 2007

• DOI for New N = (2, 2) vector multiplets

Lie algebroids, Lie groupoids and TFT

Bonechi, Francesco; Zabzine, Maxim

Part of Journal of Geometry and Physics, p. 731-744, 2007

• DOI for Lie algebroids, Lie groupoids and TFT

Generalized Kähler manifolds and off-shell supersymmetry

Lindström, Ulf; Rocek, Martin; von Unge, Rikard; Zabzine, Maxim

Part of Communications in Mathematical Physics, p. 833-849, 2007

• DOI for Generalized Kähler manifolds and off-shell supersymmetry

Generalized Kähler geometry from supersymmetric sigma models

Bredthauer, Andreas; Lindström, Ulf; Persson, Jonas; Zabzine, Maxim

Part of Letters in Mathematical Physics, p. 291-308, 2006

• DOI for Generalized Kähler geometry from supersymmetric sigma models

On topological M-theory

Bonelli, Giulio; Tanzini, Alessandro; Zabzine, Maxim

Part of Advances in Theoretical and Mathematical Physics, p. 239-260, 2006

Generalized complex manifolds and supersymmetry

Lindström, Ulf; Minasian, Ruben; Tomasiello, Alessandro; Zabzine, Maxim

Part of Communications in Mathematical Physics, p. 235-256, 2005

• DOI for Generalized complex manifolds and supersymmetry

Generalized Kahler geometry and manifest N=(2,2) supersymmetric nonlinear sigma-models

Lindström, Ulf; Rocek, Martin; von Unge, Rikard; Zabzine, Maxim

Part of Journal of High Energy Physics, 2005

T-duality for the sigma model with boundaries

Albertsson, Cecilia; Lindstrom, Ulf; Zabzine, Maxim

Part of JHEP, 2004

Tensionless strings, WZW models at critical level and massless higher spin fields

Lindstrom, Ulf; Zabzine, Maxim

Part of Phys. Lett., p. 178-185, 2004

N = 2 boundary conditions for non-linear sigma models and Landau-Ginzburg models

Lindstrom, Ulf; Zabzine, Maxim

Part of JHEP, 2003

Superconformal boundary conditions for the WZW model

Albertsson, Cecilia; Lindstrom, Ulf; Zabzine, Maxim

Part of JHEP, 2003

D-branes in N = 2 WZW models

Lindstrom, Ulf; Zabzine, Maxim

Part of Phys. Lett., p. 108-115, 2003

Introduction to localization in quantum field theory

Pestun, Vasily; Zabzine, Maxim

Part of Journal of Physics A, 2017

• DOI for Introduction to localization in quantum field theory
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Review of localization for 5d supersymmetric gauge theories

Qiu, Jian; Zabzine, Maxim

Part of Journal of Physics A, 2017

• DOI for Review of localization for 5d supersymmetric gauge theories

Bootstrapping the S-5 partition function

Nieri, Fabrizio; Pan, Yiwen; Zabzine, Maxim

Part of EPJ Web of Conferences, 2018

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5D super Yang-Mills theory and the correspondence to AdS7/CFT6

Minahan, Joseph; Nedelin, Anton; Zabzine, Maxim

Part of Proceedings, 2013 European Physical Society Conference on High Energy Physics (EPS-HEP 2013) : Stockholm, Sweden, July 18-24, 2013, 2013

Lectures on generalized complex geometry and supersymmetry

Zabzine, Maxim

Part of 6th Winter School on Geometry and Physics, 2006

Knot Weight Systems from Graded Symplectic Geometry

Qiu, Jian; Zabzine, Maxim

2011

• DOI for Knot Weight Systems from Graded Symplectic Geometry

A potential for generalized Kaehler geometry

Lindstrom, Ulf; Rocek, Martin; von Unge, Rikard; Zabzine, Maxim

2007