The University of Arizona
Institutional Knowledge Map (KMap)
Picture of Jan Wehr

Jan Wehr

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

Mathematics
Map Page
$1.3M / $1.3M Funding
4+ Grants
70+ Publications
10+ Courses

Research Area

quantum mechanics, stochastic processes, statistical physics, homogenization, stochastic differential equations, brownian motion, dynamical systems, statistical mechanics, probability theory, mathematical physics

    Chart
    Bar chart with 27 bars.
    The chart has 1 X axis displaying Year.
    The chart has 1 Y axis displaying values. Data ranges from 1 to 9.
    End of interactive chart.
    Recent

    Nonlinear functionals of master equation unravelings

    2024
    stochastic processes, quantum mechanics, mathematical modeling, complex systems, statistical physics

    Equations driven by fast-oscillating functions of a Wiener process

    2024
    stochastic differential equations, wiener process, fast oscillating functions

    Asymptotic Quantum State Discrimination for Mixtures of Unitarily Related States

    2024
    quantum computing, quantum state discrimination, unitarily related states, asymptotic analysis, mixtures of states

    Telling different unravelings apart via nonlinear quantum-trajectory averages

    2023
    quantum physics, nonlinear dynamics, quantum mechanics, measurement theory, statistical mechanics

    Quantum dynamics of a Bose polaron in a d dimensional Bose-Einstein condensate

    2021
    quantum dynamics, bose polaron, d dimensional, bose-einstein condensate, quantum mechanics

    Poisson stochastic master equation unravellings and the measurement problem: a quantum stochastic calculus perspective

    2020
    quantum mechanics, stochastic processes, measurement problem, master equation, stochastic calculus

    An Averaging Approach to the Smoluchowski–Kramers Approximation in the Presence of a Varying Magnetic Field

    2020
    stochastic processes, magnetic fields, kinetic theory, mathematical physics, numerical methods

    Overdamped dynamics of a Brownian particle levitated in a Paul trap

    2020
    brownian motion, particle dynamics, paul trap, overdamped dynamics, levitation

    Langevin equations in the small-mass limit: Higher order approximations

    2020
    stochastic processes, numerical methods, statistical mechanics, nonlinear dynamics, approximation theory

    Homogenization for Generalized Langevin Equations with Applications to Anomalous Diffusion

    2020
    homogenization, langevin equations, anomalous diffusion, generalized equations, applications

    • Topics in Modern Analysis

    • Topology-Geometry

    • Dynamical Systems and Chaos

    • Banach and Hilbert Spaces

    • Stochastic Processes

    Page 1 of 4
    Jan Wehr | KMap Profile - Institutional Knowledge Map (KMap)