Derek Hanely, Ph.D.

Derek Hanely, Ph.D.
Assistant Professor, Mathematics
7C Prischak
Mailing Address:
SCHOOL OF SCIENCE
PENN STATE BEHREND
1 PRISCHAK BUILDING
4205 COLLEGE DRIVE
ERIE PA 16563

I am interested in geometric combinatorics, particularly the study of integral point enumeration in lattice polytopes, their triangulations, and connections to Gröbner bases. I am also dedicated to mathematics education, rehumanizing mathematics, and exposing students to real-world experiences outside of the classroom.

Algebraic Combinatorics
Geometric Combinatorics
Properties of Lattice Polytopes
Scholarship of Teaching & Learning

Ehrhart Theory of Paving and Panhandle Matroids, Advances in Geometry - October 14, 2023
Collaborators: Jeremy Martin, Co-Author; Daniel McGinnis; Dane Miyata; George Nasr; Andrés Vindas-Meléndez, Co-Author; Mei Yin, Co-Author

Triangulations, Order Polytopes, and Generalized Snake Posets, Combinatorial Theory - October 15, 2022
Collaborators: Matias von Bell, Co-Author; Benjamin Braun, Co-Author; Khrystyna Serhiyenko, Co-Author; Julianne Vega, Co-Author; Andrés Vindas-Meléndez, Co-Author; Martha Yip, Co-Author

Regular Unimodular Triangulations of Reflexive IDP 2-Supported Weighted Projective Space Simplices, Annals of Combinatorics - September 28, 2021
Collaborator: Benjamin Braun, Co-Author

PhD, Mathematics, The University of Kentucky

MA, Mathematics, The University of Kentucky

MS, Applied Mathematics, Indiana University of Pennsylvania

BA, Economics, Indiana University of Pennsylvania

BS, Mathematics, Indiana University of Pennsylvania