Basic curvature \& the Atiyah cocycle in gauge theory
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Publication:6639778
DOI10.1088/1751-8121/ad88c0MaRDI QIDQ6639778
Larisa Jonke, Athanasios Chatzistavrakidis
Publication date: 18 November 2024
Published in: Journal of Physics A: Mathematical and Theoretical (Search for Journal in Brave)
Cites Work
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- Lie algebroid morphisms, Poisson sigma models, and off-shell closed gauge symmetries
- An invitation to higher gauge theory
- From Poisson algebras to Gerstenhaber algebras
- Derived brackets
- Poisson sigma model on the sphere
- Dirac sigma models
- From Atiyah classes to homotopy Leibniz algebras
- Characteristic classes of Q-manifolds: classification and applications
- \(Q\)-algebroids and their cohomology
- Topological sigma models
- Introduction to sh Lie algebras for physicists
- Two-dimensional gravity and nonlinear gauge theory
- Manin triples for Lie bialgebroids
- Hyper-Kähler geometry and invariants of three-manifolds
- Comparing Poisson sigma model with A-model
- Atiyah classes and dg-Lie algebroids for matched pairs
- A duality web in \(2+1\) dimensions and condensed matter physics
- WZW-Poisson manifolds
- The Atiyah class of a dg-vector bundle
- On curvature and torsion in Courant algebroids
- Slightly broken higher spin symmetry: general structure of correlators
- Dg manifolds, formal exponential maps and homotopy Lie algebras
- Deformed graded Poisson structures, generalized geometry and supergravity
- A unified approach to standard and exotic dualizations through graded geometry
- The universal Lie \(\infty\)-algebroid of a singular foliation
- Topological field theories induced by twisted \(R \)-Poisson structure in any dimension
- Presymplectic AKSZ formulation of Einstein gravity
- AKSZ-BV formalism and courant algebroid-induced topological field theories
- Strings in singular space-times and their universal gauge theory
- Extended Riemannian geometry. I: Local double field theory
- BV and BFV for the H-twisted Poisson sigma model
- The BV action of 3D twisted R-Poisson sigma models
- Modules and representations up to homotopy of Lie \(n\)-algebroids
- POISSON STRUCTURE INDUCED (TOPOLOGICAL) FIELD THEORIES
- The Geometry of the Master Equation and Topological Quantum Field Theory
- Representations up to homotopy of Lie algebroids
- Complex Analytic Connections in Fibre Bundles
- Complete lift of vector fields and sprays to T∞M
- Lie algebroids and homological vector fields
- Rozansky-Witten invariants via Atiyah classes
- CHERN–SIMONS GAUGE THEORY COUPLED WITH BF THEORY
- Dirac Manifolds
- General Yang–Mills type gauge theories for p-form gauge fields: From physics-based ideas to a mathematical frameworkorFrom Bianchi identities to twisted Courant algebroids
- Lie algebroids, gauge theories, and compatible geometrical structures
- algebras and field theory
- Towards an invariant geometry of double field theory
- Geometric structures as deformed infinitesimal symmetries
- Topological Dirac sigma models and the classical master equation
- On the AKSZ formulation of the Poisson sigma model.
- Presymplectic gauge PDEs and Lagrangian BV formalism beyond jet-bundles
- Double Field Theory for the A/B‐Models and Topological S‐Duality in Generalized Geometry
- Homotopy Transfer and Effective Field Theory I: Tree‐level
- L∞‐Algebras of Classical Field Theories and the Batalin–Vilkovisky Formalism
- Geometric BV for twisted Courant sigma models and the BRST power finesse
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