Faculty

Institution

Unit

Venue

Karl Levy

Lecturer

CUNY--Borough of Manhattan Community College

Affiliations

Mathematics

Karl Levy is currently serving as a Mathematics Lecturer at Cuny--Borough of Manhattan Community College.

Honors

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Experiences

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Education

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Karl Levy

CUNY--Borough of Manhattan Community College

Lecturer

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mathematics combinatorics discrete mathematics mathematical sciences combinatorial theory discrete algorithms lattice theory discrete structures discrete modeling theoretical mathematics lattice points finite set number theory

Notable Scholarly Works

Notable Federal Grants

Collaborators

Connections in Discrete Mathematics. Article (2018)

combinatorial theorydiscrete mathematicsdiscrete structurescombinatoricstheoretical mathematicsmathematical sciencesmathematicsdiscrete modelingdiscrete algorithms

Pick's Theorem and Sums of Lattice Points. Cambridge University Press eBooks (2018)

Karl LevyMelvyn B. Nathanson

mathematicslattice theorylattice points

Polynomials With Maximum Lead Coefficient Bounded on a Finite Set. arXiv (Cornell University) (2015)

finite set

1
10 / page

Karl Levy

Lecturer

CUNY--Borough of Manhattan Community College

Affiliations

Mathematics

Karl Levy is currently serving as a Mathematics Lecturer at Cuny--Borough of Manhattan Community College.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Karl Levy

CUNY--Borough of Manhattan Community College

Lecturer

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Connections in Discrete Mathematics. Article (2018)

combinatorial theorydiscrete mathematicsdiscrete structurescombinatoricstheoretical mathematicsmathematical sciencesmathematicsdiscrete modelingdiscrete algorithms

Pick's Theorem and Sums of Lattice Points. Cambridge University Press eBooks (2018)

Karl LevyMelvyn B. Nathanson

mathematicslattice theorylattice points

Polynomials With Maximum Lead Coefficient Bounded on a Finite Set. arXiv (Cornell University) (2015)

finite set

1
10 / page

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Similar Faculty Members

Patrick Bennett

Institution

Western Michigan University

discrete algorithm

combinatorics

Reza Akhtar

Institution

Miami University

geometry

discrete geometry

Kerry Ojakian

Institution

CUNY--Bronx Community College

computability theory

logic

Holly M. Swisher

Institution

Oregon State University

number theory

combinatorial theory

Matthias Beck

Institution

San Francisco State University

combinatorial theory

number theory

Glenn Hurlbert

Institution

Virginia Commonwealth University

general graph theory

extremal graph theory

Tao Jiang

Institution

Miami University

combinatorics

combinatorial theory

Andrzej Dudek

Institution

Western Michigan University

probability theory

combinatorial problem

Bernard Lidický

Institution

Iowa State University

discrete algorithm

extremal graph theory

Jim Lawrence

Institution

George Mason University

linear programming

discrete algorithm