Monoidally Graded Geometry
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Submission date: 07. Jun. 2022
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Link to arXiv: See the arXiv entry of this preprint.
This note aims to give a generalization of the theory of ℤ2-graded geometry to a theory of ℐ-graded geometry, where ℐ is a commutative semi-ring with some additional properties. We also prove Bachelor-type theorems in this setting. To our knowledge, such proofs are still missing except for some special cases (e.g., ℐ = ℤ2 or ℕ).