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Topological Quantum via Cohesive \infty-Topoi

— Hardware and Software

Part I – Hardware

  • Motivation and Introduction

  • Cohesive Homotopy Theory

  • Topological Quantum Observables

  • Topological Quantum Materials

Part II – Software

  • Motivation and Introduction

  • Linear Homotopy Theory

  • Topological Quantum States

  • Topological Quantum Programs

(…)

HW interval end in hidd3n sectors

F 2=F 2 X 3+F 0dtdv F_2 = F_2^{X^3} + F_0 \mathrm{d}t \wedge \mathrm{d}v
F 2= v 3F 2 X 3dtdv+1 v 3F 0 \star F_2 = \ell_v \star_3 F_2^{X^3} \wedge \mathrm{d}t \wedge \mathrm{d}v + \tfrac{1}{\ell_v} \star_3 F_0
lim v0dF 2=0 \underset{\underset{\ell_v \to 0}{\longrightarrow}}{\lim} \, \mathrm{d} \star F_2 = 0
F 2F 2=F 2 X 3F 2 X 3+2F 2 X 3F 0dtdv F_2 \wedge F_2 = F_2^{X^3} \wedge F_2^{X^3} + 2 F_2^{X^3} F_0 \mathrm{d}t \wedge \mathrm{d}v

Last revised on October 7, 2025 at 10:37:22. See the history of this page for a list of all contributions to it.