Peter Dybjer

Chalmers tekniska högskola

H-index: 29

Europe-Sweden

About Peter Dybjer

Peter Dybjer, With an exceptional h-index of 29 and a recent h-index of 15 (since 2020), a distinguished researcher at Chalmers tekniska högskola, specializes in the field of Logic and semantics of programs, type theory, proof assistents.

His recent articles reflect a diverse array of research interests and contributions to the field:

The extended predicative Mahlo universe in Martin-Löf type theory

THE BULLETIN OF SYMBOLIC LOGIC

Type Theories with Universe Level Judgments

Type theory with explicit universe polymorphism

Implementing Martin-Löf’s Meaning Explanations for Intuitionistic Type Theory in Agda

On generalized algebraic theories and categories with families

Categories with families: Unityped, simply typed, and dependently typed

A Note on Generalized Algebraic Theories and Categories with Families

Peter Dybjer Information

University	Chalmers tekniska högskola
Position	Professor of Computer Science
Citations(all)	3509
Citations(since 2020)	923
Cited By	2986
hIndex(all)	29
hIndex(since 2020)	15
i10Index(all)	47
i10Index(since 2020)	22
Email	Access Email
University Profile Page	Chalmers tekniska högskola
Google Scholar	View Google Scholar Profile

Peter Dybjer Skills & Research Interests

Logic and semantics of programs

type theory

proof assistents

Top articles of Peter Dybjer

Title	Journal	Author(s)	Publication Date
The extended predicative Mahlo universe in Martin-Löf type theory	Journal of Logic and Computation	Peter Dybjer Anton Setzer	2023/5/12
THE BULLETIN OF SYMBOLIC LOGIC		Laurent Bienvenu Matthias Baaz Ali Enayat James Cummings Leonid Libkin ...	2021
Type Theories with Universe Level Judgments	CoRR	Marc Bezem Thierry Coquand Peter Dybjer Martín Escardó	2022
Type theory with explicit universe polymorphism	arXiv preprint arXiv:2212.03284	Marc Bezem Thierry Coquand Peter Dybjer Martín Escardó	2022/12/6
Implementing Martin-Löf’s Meaning Explanations for Intuitionistic Type Theory in Agda		Peter Dybjer Anton Setzer	2022/6/21
On generalized algebraic theories and categories with families	Mathematical Structures in Computer Science	Marc Bezem Thierry Coquand Peter Dybjer Martín Escardó	2021/10
Categories with families: Unityped, simply typed, and dependently typed	Joachim Lambek: The Interplay of Mathematics, Logic, and Linguistics	Simon Castellan Pierre Clairambault Peter Dybjer	2021
A Note on Generalized Algebraic Theories and Categories with Families	arXiv preprint arXiv:2012.08370	Marc Bezem Thierry Coquand Peter Dybjer Martín Escardó	2020/12/15