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Graded manifold
From Topological Field Theory to Deformation Quantization and Reduction
Introduction to Graded Geometry, Batalin-Vilkovisky Formalism and Their Applications
Graded-And-Microformal-Prop
Torsion Constraints in Supergeometry
Introduction to Graded Geometry
Factorization Algebras in Quantum Field Theory Volume 2 (28 April 2016)
1604.00711.Pdf
Automorphisms of Graded Super Symplectic Manifolds
On a Z2n-Graded Version of Supersymmetry
Graded Manifolds: Some Issues
SUSY-EXTENDED FIELD THEORY 1 Introduction
A Mathematical Study of Superspace in Fourdimensional, Unextended Supersymmetry
Introduction to Graded Geometry, Batalin-Vilkovisky Formal- Ism and Their Applications
Applications of Graded Manifolds to Poisson Geometry By
Introduction to Poisson Supermanifolds*
Arxiv:1011.3401V2 [Math-Ph] 28 Nov 2010 Atal Upre Yaftgatadpoetptdc/MAT/098 Project and Grant FCT a by Supported Partially Rns2-149Ad20-131813
On Incompleteness of Classical Field Theory
Categories and Non-Commutative Geometry
Top View
Two Approaches to Supermanifolds by Marjorie Batchelor
Graded and Generalized Geometry Methods for Gravity by Eugenia Boffo
Derived Differentiable Manifolds
Graded Manifolds and Drinfeld Doubles for Lie Bialgebroids
On the Category of Lie N-Algebroids
Arxiv:1905.13245V1 [Math.SG]
Arxiv:1602.03312V2 [Math.DG] 27 Jun 2016 Aibe.Hne H Oa Oe Ftefnto Ler of Algebra Function the of Model Local the Hence, Variables
275 Quantum Field Theory
Theory of Connections on Graded Principal Bundles
Foundations of Supermanifold Theory: the Axiomatic Approach*
Arxiv:1812.02943V1 [Hep-Th] 7 Dec 2018 Re,Btas Ysymmetry
Factorization Algebras in Quantum Field Theory Volume 2