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David Glickenstein

Professor | Professor, Applied Mathematics - GIDP | Member of the Graduate Faculty | Associate Head, Mathematics Graduate Program

Mathematics
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20+ Collaborators
$1.7M / $9M Funding
6+ Grants
50+ Publications
10+ Courses

About

My research is concerned with geometry, geometric flows, and data science. This includes work on Ricci flow, discrete versions of the heat equation, curve shortening flow, discrete Riemannian manifolds, graph theory drawing, and deeneural networks. Some of my recent collaborative projects are:

Research Area

job loss, geometry, mental health, machine learning, health, mathematical physics, stress, health outcomes, sleep, employment, social rhythms

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    Recent

    Persistent Classification: Understanding Adversarial Attacks by Studying Decision Boundary Dynamics

    2025

    Geometric triangulations and discrete Laplacians on manifolds: an update

    2024

    Effects of sleeon breakfast behaviors in recently unemployed adults

    2024
    sleep, unemployment, nutrition, behavior, health

    CIRCADIAN FRAGMENTATION AND STABILITY DISTINGUISH EMPLOYMENT STATUS

    2023

    An exact kernel equivalence for finite classification models

    2023
    kernel methods, machine learning, pattern recognition, data science, classification

    0023 Circadian fragmentation and stability distinguish employment status

    2023
    circadian rhythms, employment, sleep patterns, work-life balance, health outcomes

    0139 Work Duration Affects How Prior-Night SleePredicts Next-Day Energy Expenditure in Emergency Response System Telecommunicators

    2022

    The impact of social rhythm and sleedisruptions on waist circumference after job loss: A prospective 18-month study

    2022
    psychological impact, job loss effects, sleep disruptions, health outcomes, social rhythms

    Mathematical Fundamentals of Machine Learning

    2021

    086 Sleemidpoint after job loss predicts breakfast skipping patterns

    2021
    job loss, breakfast skipping, socioeconomic status, health behavior, mental health

    • Cynthia Thomson

    • Hao Zhang

    • Marta Civil

    • Michael Chertkov

    • Larry Head

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    • Calculus II

    • Formal Mathematical Reasoning and Writing

    • Topics in Geometry and Topology

    • Calculus I

    • Global Differential Geometry

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    David Glickenstein | KMap Profile - Institutional Knowledge Map (KMap)