Type-theoretic signatures for algebraic theories and inductive types

A Kovács - arXiv preprint arXiv:2302.08837, 2023 - arxiv.org
We develop the usage of certain type theories as specification languages for algebraic
theories and inductive types. We observe that the expressive power of dependent type …

[PDF][PDF] Type-Theoretic Signatures for Algebraic Theories and Inductive Types

A Kovács - europroofnet.github.io
(We can model C using any finitely complete category) contexts: flcwfs types: displayed
flcwfs substitutions: strictly structure-preserving flcwf morphisms terms: strictly structure …

Type-Theoretic Signatures for Algebraic Theories and Inductive Types

A Kovács - arXiv e-prints, 2023 - ui.adsabs.harvard.edu
We develop the usage of certain type theories as specification languages for algebraic
theories and inductive types. We observe that the expressive power of dependent type …

[PDF][PDF] Type-Theoretic Signatures for Algebraic Theories and Inductive Types

A Kovács - 2022 - andraskovacs.github.io
This thesis develops the usage of certain type theories as specification languages for
algebraic theories and inductive types. Type theories have emerged as popular …

[PDF][PDF] Type-Theoretic Signatures for Algebraic Theories and Inductive Types

A Kovács - andraskovacs.github.io
(We can model C using any finitely complete category) contexts: flcwfs types: displayed
flcwfs substitutions: strictly structure-preserving flcwf morphisms terms: strictly structure …