Multi-sorted Logic

Multi-sorted logic is an extension of standard first-order (or higher-order) logic that incorporates a collection of distinct 'sorts' or types for variables and terms. This formal framework investigates logical systems for reasoning about domains partitioned into specific categories, enabling more expressive and type-safe formalization in various academic disciplines by explicitly typing the elements of the universe of discourse.

195

Publications

10.1K

Citations

273

Authors

194

Institutions

Publications per year

2017–2026

15

Authors

273

Leading researchers in Multi-sorted Logic. Counts cover only their work on this concept, not their overall record.

PublicationsCitationsH-Index
JM

University of Illinois Urbana-Champaign

5

360

5

PH

University of Pardubice

4

45

4

YG

University of Michigan

3

111

3

JA

SRI International

3

303

3

LS

Institut national de recherche en sciences et technologies du numérique

3

337

3

Rows per page

1–5 of 273

Institutions

194

Leading universities and research organizations in Multi-sorted Logic. Counts cover only their work on this concept, not their overall record.

PublicationsCitationsH-Index

7

157

5

7

655

5

5

244

4

University of California, Berkeley

Berkeley, United States

5

160

4

5

55

4

Rows per page

1–5 of 194

Venues

Leading journals and conferences in Multi-sorted Logic. Counts cover only their publications on this concept, not their overall record.