Faculty

Institution

Unit

Venue

Leah Berman

Professor of Mathematics

University of Alaska Fairbanks

Affiliations

College of Natural Science and Mathematics

Department of Mathematics & Statistics

Leah Berman is currently serving as a College Of Natural Science And Mathematics Professor of Mathematics at University of Alaska Fairbanks.

Honors

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Experiences

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Education

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Leah Berman

University of Alaska Fairbanks

Professor of Mathematics

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applied mathematics mathematics combinatorics discrete mathematics graph theory discrete geometry symmetry geometry and topology combinatorial theory combinatorial designs computer science geometry computational geometry geometric topology algebraic combinatorics combinatorial optimization combinatorial methods combinatorial design theory incident configurations pure mathematics enumerative combinatorics analytic combinatorics chiral symmetry monodromy group applied physics systematics spectral theory polyhedron computational optimization structural optimization combinatory analysis computational topology structural topology extremal graph theory discrete structures analytic number theory finite fields geometric graph theory graphology modular construction enumerative geometry projective geometry architectural geometry astral configurations odd astral configurations truncated simplex deletion constructions obstacle number monodromy groups flag graphs regular abstract polytopes cayley index pappus configuration infinite class chiral astral realizations geometric constructions topological graph theory

Notable Scholarly Works

Notable Federal Grants

Collaborators

The Gray Graph is a Unit-Distance Graph. The Art of Discrete and Applied Mathematics (2025)

Leah Wrenn BermanGábor GévayTomaž Pisanski

unit-distance graphtopologygraph theorygray graphdata sciencegraphology

On a New $(21_4)$ Polycyclic Configuration. The Electronic Journal of Combinatorics (2024)

Leah Wrenn BermanGábor GévayTomaž Pisanski

combinatorial methodscombinatoricsalgebraic combinatoricscombinatorial theorypolycyclic configurationcombinatorial optimizationcombinatorial designsmathematics

Rotationally Symmetric Snarks From Voltage Graphs. Discrete Mathematics (2024)

Leah Wrenn BermanDéborah OliverosGordon I. Williams

symmetric snarksdiscrete mathematicsgraph theoryapplied mathematics

Symmetries of the Woolly Hat Graphs. The Art of Discrete and Applied Mathematics (2023)

Leah Wrenn BermanHiroki KoikeElías MochánAlejandra Ramos-RiveraPrimož ŠparlStephen E. Wilson

symmetrydiscrete mathematicsgraph theoryapplied mathematics

Voltage Graphs as a Technique to Obtaining Semi-Cubic Cages (Brief Announcement). Procedia Computer Science (2023)

Flor AguilarGabriela Araujo-PardoLeah Berman

semi-cubic cagesgraph theorybrief announcementvoltage graphsapplied mathematicscomputer science

New Bounds on the Existence of $$(N_{5})$$ and $$(N_{6})$$ Configurations: The GrüNbaum Calculus Revisited. Journal of Geometry (2022)

Leah Wrenn BermanGábor GévayTomaž Pisanski

topologygrunbaum calculusapplied mathematics

Connected Geometric (N_K) Configurations Exist for Almost All N. The Art of Discrete and Applied Mathematics (2021)

Gábor GévayLeah Wrenn BermanTomaž Pisanski

discrete mathematicsdiscrete geometryapplied mathematics

Eventually, Geometric $(N_{K})$ Configurations Exist for All $N$. arXiv (Cornell University) (2021)

Leah Wrenn BermanGábor GévayTomaž Pisanski

geometry and topologycomputer science

On Graphs With Proper Connection Number 2. Theory and Applications of Graphs (2021)

Jill FaudreeLeah BermanGlenn ChappellChris HartmanJohn GimbelGordon Williams

graph theory

Chiral Astral Realizations of Cyclic 3-Configurations. Discrete & Computational Geometry (2020)

Leah Wrenn BermanPhilip DeOrseyJill R. FaudreeTomaž PisanskiArjana Žitnik

computational geometrychiral astral realizationsdiscrete geometryapplied mathematics

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Leah Berman

Professor of Mathematics

University of Alaska Fairbanks

Affiliations

College of Natural Science and Mathematics

Department of Mathematics & Statistics

Leah Berman is currently serving as a College Of Natural Science And Mathematics Professor of Mathematics at University of Alaska Fairbanks.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Leah Berman

University of Alaska Fairbanks

Professor of Mathematics

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

The Gray Graph is a Unit-Distance Graph. The Art of Discrete and Applied Mathematics (2025)

Leah Wrenn BermanGábor GévayTomaž Pisanski

unit-distance graphtopologygraph theorygray graphdata sciencegraphology

On a New $(21_4)$ Polycyclic Configuration. The Electronic Journal of Combinatorics (2024)

Leah Wrenn BermanGábor GévayTomaž Pisanski

combinatorial methodscombinatoricsalgebraic combinatoricscombinatorial theorypolycyclic configurationcombinatorial optimizationcombinatorial designsmathematics

Rotationally Symmetric Snarks From Voltage Graphs. Discrete Mathematics (2024)

Leah Wrenn BermanDéborah OliverosGordon I. Williams

symmetric snarksdiscrete mathematicsgraph theoryapplied mathematics

Symmetries of the Woolly Hat Graphs. The Art of Discrete and Applied Mathematics (2023)

Leah Wrenn BermanHiroki KoikeElías MochánAlejandra Ramos-RiveraPrimož ŠparlStephen E. Wilson

symmetrydiscrete mathematicsgraph theoryapplied mathematics

Voltage Graphs as a Technique to Obtaining Semi-Cubic Cages (Brief Announcement). Procedia Computer Science (2023)

Flor AguilarGabriela Araujo-PardoLeah Berman

semi-cubic cagesgraph theorybrief announcementvoltage graphsapplied mathematicscomputer science

New Bounds on the Existence of $$(N_{5})$$ and $$(N_{6})$$ Configurations: The GrüNbaum Calculus Revisited. Journal of Geometry (2022)

Leah Wrenn BermanGábor GévayTomaž Pisanski

topologygrunbaum calculusapplied mathematics

Connected Geometric (N_K) Configurations Exist for Almost All N. The Art of Discrete and Applied Mathematics (2021)

Gábor GévayLeah Wrenn BermanTomaž Pisanski

discrete mathematicsdiscrete geometryapplied mathematics

Eventually, Geometric $(N_{K})$ Configurations Exist for All $N$. arXiv (Cornell University) (2021)

Leah Wrenn BermanGábor GévayTomaž Pisanski

geometry and topologycomputer science

On Graphs With Proper Connection Number 2. Theory and Applications of Graphs (2021)

Jill FaudreeLeah BermanGlenn ChappellChris HartmanJohn GimbelGordon Williams

graph theory

Chiral Astral Realizations of Cyclic 3-Configurations. Discrete & Computational Geometry (2020)

Leah Wrenn BermanPhilip DeOrseyJill R. FaudreeTomaž PisanskiArjana Žitnik

computational geometrychiral astral realizationsdiscrete geometryapplied mathematics

1
2
3
4
5
10 / page

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