Introduction to Urs Schreiber Ted K Theory Of Cohomotopy Moduli Spaces And Anyonic Topological Order
Let's dive into the details surrounding Urs Schreiber Ted K Theory Of Cohomotopy Moduli Spaces And Anyonic Topological Order. This talk was part of the Thematic Programme on "Higher Structures and Field
Urs Schreiber Ted K Theory Of Cohomotopy Moduli Spaces And Anyonic Topological Order Comprehensive Overview
This is the (pre-)recorded talk contribution to the workshop "PlanQC 2022" (https://icfp22.sigplan.org/home/planqc-2022) by for details see https://ncatlab.org/ Witten's suggestion to the "vision" panel at Strings2019
The homotopy topos over the site of formal supermanifolds carries a progression of 12 idempotent adjoint (co-)monads.
Summary & Highlights for Urs Schreiber Ted K Theory Of Cohomotopy Moduli Spaces And Anyonic Topological Order
- details at: https://ncatlab.org/nlab/show/M-
- details at: https://ncatlab.org/nlab/show/M-
- for details see: https://ncatlab.org/nlab/show/Center+for+Quantum+and+
- Abstract: One may observe [CMP 371 (2019)] that the construction of cyclified (“twisted”) free loop
- for details see: https://ncatlab.org/
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