Faculty

Institution

Unit

Venue

Joseph Kung

Professor Emeritus

University of North Texas

Affiliations

College of Science

Department of Mathematics

Joseph Kung is currently serving as a College Of Science Professor Emeritus at University of North Texas.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Joseph Kung

University of North Texas

Professor Emeritus

You can click a keyword to filter the displayed items

mathematics applied mathematics combinatorics graph theory combinatorial theory matroid theory algebraic combinatorics lattice theory combinatorial optimization applied algebra matrix theory mathematical analysis group theory discrete mathematics combinatorial methods numerical analysis spectral theory tutte polynomials linear algebra analytic combinatorics combinatory analysis universal algebra binary forms combinatorial geometries tutte polynomial numerical mathematics geometric topology combinatorial design theory combinatorial designs oriented matroids matrix analysis invariant theory radon transforms combinatorial geometry geometric lattices abstract and applied analysis analytic number theory projective geometry knot theory growth rates characteristic polynomials long-line graph critical problems automorphism group critical exponents physics education mathematical optimization mathematical programming mathematical sciences matrix biology historical review research library nonlinear science discrete algorithms thrombosis vascular biology composition studies finite fields discrete geometry matching technique lattice (order) combinatorial problems traffic theory traffic management traffic engineering applied mathematical modelling reconstruction techniques complex geometry topological combinatorics path planning modern algebra abstract algebra linear operators young bitableaux linear transformation

Notable Scholarly Works

Notable Federal Grants

Collaborators

The $\Bar\Gamma$-Frame for Tutte Polynomials of Matroids. arXiv (Cornell University) (2021)

Joseph P.S. Kung

combinatoricsgraph theoryoriented matroidsalgebraic combinatoricstutte polynomialscombinatorial theorymatroid theorygeometry and topologyenumerative geometryapplied mathematicsalgebraic geometrycomputer sciencemathematicsabstract complexity

Algebras and Valuations Related to the Tutte Polynomial. arXiv (Cornell University) (2017)

Michael J. FalkJoseph P.S. Kung

valuationtutte polynomialalgebraic combinatoricsfinance

Matroids. Foundations for undergraduate research in mathematics (2017)

Erin McNicholasNancy Ann NeudauerColin Starr

PREFACE: Special Issue on the Tutte Polynomial. Advances in Applied Mathematics (2017)

Joanna A. Ellis MonaghanJoseph P.S. KungIain Moffatt

tutte polynomialmathematicsnumerical analysisapplied mathematics

Syzygies on Tutte Polynomials of Freedom Matroids. Annals of Combinatorics (2017)

Joseph P.S. Kung

combinatoricsalgebraic combinatoricstutte polynomialscombinatorial theoryfreedom matroidsmathematics

The G -Invariant and Catenary Data of a Matroid. Advances in Applied Mathematics (2017)

Joseph E. BoninJoseph P.S. Kung

mathematical physicsanalytic number theorycatenary dataapplied mathematics

Semidirect Sums of Matroids. Annals of Combinatorics (2015)

Joseph E. BoninJoseph P. S. Kung

combinatoricssemidirect sumsgraph theorymatroid theoryapplied mathematics

Maximum Size Binary Matroids With No $Ag(3,2)$-Minor Are Graphic. SIAM Journal on Discrete Mathematics (2014)

Joseph P. S. KungDillon MayhewIrene PivottoGordon F. Royle

matroid theorydiscrete mathematicsgraph theoryapplied mathematics

Introduction. Brepols collected essays in European culture (2013)

Paul Freedman

internal medicinesymptom managementclinical diseaseclinical epidemiologygeneral internal medicinemedicineevidence-based medicinehospital charitépatient safetychronic diseasescritical carehealth sciencesmedical historyusa bchildrengermany correspondenceintegrative medicineclinical researchclinical investigationclinical populations

Catalan Lattice Paths With Rook, Bishop and Spider Steps. Journal of Combinatorial Theory Series A (2012)

Joseph P.S. KungAnna de Mier

combinatorial designscombinatoricslattice theorycombinatorial theory

1
2
3
4
5
11
10 / page

Joseph Kung

Professor Emeritus

University of North Texas

Affiliations

College of Science

Department of Mathematics

Joseph Kung is currently serving as a College Of Science Professor Emeritus at University of North Texas.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Joseph Kung

University of North Texas

Professor Emeritus

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

The $\Bar\Gamma$-Frame for Tutte Polynomials of Matroids. arXiv (Cornell University) (2021)

Joseph P.S. Kung

Algebras and Valuations Related to the Tutte Polynomial. arXiv (Cornell University) (2017)

Michael J. FalkJoseph P.S. Kung

valuationtutte polynomialalgebraic combinatoricsfinance

Matroids. Foundations for undergraduate research in mathematics (2017)

Erin McNicholasNancy Ann NeudauerColin Starr

PREFACE: Special Issue on the Tutte Polynomial. Advances in Applied Mathematics (2017)

Joanna A. Ellis MonaghanJoseph P.S. KungIain Moffatt

tutte polynomialmathematicsnumerical analysisapplied mathematics

Syzygies on Tutte Polynomials of Freedom Matroids. Annals of Combinatorics (2017)

Joseph P.S. Kung

combinatoricsalgebraic combinatoricstutte polynomialscombinatorial theoryfreedom matroidsmathematics

The G -Invariant and Catenary Data of a Matroid. Advances in Applied Mathematics (2017)

Joseph E. BoninJoseph P.S. Kung

mathematical physicsanalytic number theorycatenary dataapplied mathematics

Semidirect Sums of Matroids. Annals of Combinatorics (2015)

Joseph E. BoninJoseph P. S. Kung

combinatoricssemidirect sumsgraph theorymatroid theoryapplied mathematics

Maximum Size Binary Matroids With No $Ag(3,2)$-Minor Are Graphic. SIAM Journal on Discrete Mathematics (2014)

Joseph P. S. KungDillon MayhewIrene PivottoGordon F. Royle

matroid theorydiscrete mathematicsgraph theoryapplied mathematics

Introduction. Brepols collected essays in European culture (2013)

Paul Freedman

Catalan Lattice Paths With Rook, Bishop and Spider Steps. Journal of Combinatorial Theory Series A (2012)

Joseph P.S. KungAnna de Mier

combinatorial designscombinatoricslattice theorycombinatorial theory

1
2
3
4
5
11
10 / page

Similar Faculty Members

Heide Gluesing-Luerssen

Institution

University of Kentucky

algebraic coding theory

computer science

Richard Ehrenborg

Institution

University of Kentucky

mathematics education

discrete structure

Egon Schulte

Institution

Northeastern University

group theory

combinatorial design

Judith A. Packer

Institution

University of Colorado Boulder

operator algebras

operator algebra

Greta Panova

Institution

University of Southern California

statistical mechanic

theoretical biology

Xiang-dong Hou

Institution

University of South Florida

post-quantum cryptography

cryptographic technology

Olivier Bernardi

Institution

Brandeis University

statistical mechanic

probability theory

Ira Gessel

Institution

Brandeis University

mathematics

combinatorics

George E. Andrews

Institution

Pennsylvania State University

mathematics

applied mathematics

Chris Rodger

Institution

Auburn University

design

discrete structure

Similar Faculty Members

Heide Gluesing-Luerssen

Institution

University of Kentucky

algebraic coding theory

computer science

Richard Ehrenborg

Institution

University of Kentucky

mathematics education

discrete structure

Egon Schulte

Institution

Northeastern University

group theory

combinatorial design

Judith A. Packer

Institution

University of Colorado Boulder

operator algebras

operator algebra

Greta Panova

Institution

University of Southern California

statistical mechanic

theoretical biology

Xiang-dong Hou

Institution

University of South Florida

post-quantum cryptography

cryptographic technology

Olivier Bernardi

Institution

Brandeis University

statistical mechanic

probability theory

Ira Gessel

Institution

Brandeis University

mathematics

combinatorics

George E. Andrews

Institution

Pennsylvania State University

mathematics

applied mathematics

Chris Rodger

Institution

Auburn University

design

discrete structure