John Sinkovic

John Sinkovic

Brigham Young University-Idaho

H-index: 8

North America-United States

About John Sinkovic

John Sinkovic, With an exceptional h-index of 8 and a recent h-index of 5 (since 2020), a distinguished researcher at Brigham Young University-Idaho, specializes in the field of Algebraic Graph Theory, Matrix Theory.

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

Unicyclic graphs and the inertia of the squared distance matrix

Unicyclic graphs and the inertia of the distance squared matrix

The Characterization of Graphs Whose Sandpile Group has Fixed Number of Generators

Graphs with few trivial characteristic ideals

Spanning 2-forests and resistance distance in 2-connected graphs

Characterizing cospectral vertices via isospectral reduction

John Sinkovic Information

University

Position

Mathematics Faculty

Citations(all)

163

Citations(since 2020)

82

Cited By

107

hIndex(all)

8

hIndex(since 2020)

5

i10Index(all)

6

i10Index(since 2020)

2

Email

University Profile Page

Google Scholar

John Sinkovic Skills & Research Interests

Algebraic Graph Theory

Matrix Theory

Top articles of John Sinkovic

Unicyclic graphs and the inertia of the squared distance matrix

The Electronic Journal of Linear Algebra

2023/9/11

Mark Kempton
Mark Kempton

H-Index: 6

John Sinkovic
John Sinkovic

H-Index: 4

Unicyclic graphs and the inertia of the distance squared matrix

arXiv preprint arXiv:2211.13341

2022/11/23

Mark Kempton
Mark Kempton

H-Index: 6

John Sinkovic
John Sinkovic

H-Index: 4

The Characterization of Graphs Whose Sandpile Group has Fixed Number of Generators

2021/8/24

John Sinkovic
John Sinkovic

H-Index: 4

Graphs with few trivial characteristic ideals

Linear Algebra and its Applications

2021/4/15

John Sinkovic
John Sinkovic

H-Index: 4

Spanning 2-forests and resistance distance in 2-connected graphs

Discrete Applied Mathematics

2020/9/30

Mark Kempton
Mark Kempton

H-Index: 6

John Sinkovic
John Sinkovic

H-Index: 4

Characterizing cospectral vertices via isospectral reduction

Linear Algebra and its Applications

2020/6/1

Mark Kempton
Mark Kempton

H-Index: 6

John Sinkovic
John Sinkovic

H-Index: 4

See List of Professors in John Sinkovic University(Brigham Young University-Idaho)

Co-Authors

academic-engine