Peter M. Higgins

Peter M. Higgins

University of Essex

H-index: 20

Europe-United Kingdom

About Peter M. Higgins

Peter M. Higgins, With an exceptional h-index of 20 and a recent h-index of 9 (since 2020), a distinguished researcher at University of Essex, specializes in the field of Algebraic semigroup theory and combinatorics.

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

Finite regular semigroups with permutations that map elements to inverses

Production optimization by agents of differing work rates

Equationally defined classes of semigroups

Limiting Behaviour of Pairs with Equal Images for Polynomial Functions

Orientation-preserving and orientation-reversing mappings: a new description

The Biker-hiker problem

Algebras defined by equations

Epimorphisms, dominions and -commutative semigroups

Peter M. Higgins Information

University

Position

Professor of Mathematics Dept of Mathematical Sciences

Citations(all)

1781

Citations(since 2020)

414

Cited By

1578

hIndex(all)

20

hIndex(since 2020)

9

i10Index(all)

36

i10Index(since 2020)

7

Email

University Profile Page

University of Essex

Google Scholar

View Google Scholar Profile

Peter M. Higgins Skills & Research Interests

Algebraic semigroup theory and combinatorics

Top articles of Peter M. Higgins

Title

Journal

Author(s)

Publication Date

Finite regular semigroups with permutations that map elements to inverses

Semigroup Forum

Peter M Higgins

2024/4/22

Production optimization by agents of differing work rates

arXiv preprint arXiv:2310.09208

Peter M Higgins

2023/10/13

Equationally defined classes of semigroups

Semigroup Forum

Peter M Higgins

Marcel Jackson

2023/10

Limiting Behaviour of Pairs with Equal Images for Polynomial Functions

Peter M Higgins

2023/8/8

Orientation-preserving and orientation-reversing mappings: a new description

Semigroup Forum

Peter M Higgins

Alexei Vernitski

2022/4

The Biker-hiker problem

arXiv preprint arXiv:2104.08905

Peter M Higgins

2021/4/18

Algebras defined by equations

Marcel Jackson

Peter M Higgins

2021/1/18

Epimorphisms, dominions and -commutative semigroups

Semigroup Forum

Noor Alam

Peter M Higgins

Noor Mohammad Khan

2020/4

A new formulation of the semigroup of orientation-preserving and orientation-reversing mappings

arXiv preprint arXiv:2011.11714

Peter M Higgins

Alexei Vernitski

2020/11/23

Green’s relations and stability for subsemigroups

Semigroup Forum

James East

Peter M Higgins

2020/8

See List of Professors in Peter M. Higgins University(University of Essex)