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cs.LO2026
Delooping presented groups in homotopy type theory
Camil Champin, Samuel Mimram, Emile Oleon
Homotopy type theory is a logical setting based on Martin-Löf type theory in which geometric constructions and proofs can be carried out synthetically. Here, types can be interpre…
cs.LO2024
Delooping cyclic groups with lens spaces in homotopy type theory
Samuel Mimram, Ãmile Oleon
In the setting of homotopy type theory, each type can be interpreted as a space. Moreover, given an element of a type, i.e. a point in the corresponding space, one can define anoth…