Richard Stockbridge
stockbri@uwm.eduEng & Math Sciences W447Curriculum Vitae,

Richard Stockbridge

Distinguished Professor
Mathematical Sciences - General

Richard Stockbridge's research summary can be accessed here

Educational Degrees

  • PhD, Wisconsin, 1987
  • MA, Wisconsin, 1984
  • BS, St. Lawrence University, 1976

Research Interests

  • Stochastic Control Theory
  • Optimal Stopping
  • Numerical Solution of Stochastic Control Problems
  • Applications of Stochastic Processes
  • Mathematical Finance

Selected Publications

Vieten, Martin G., and Stockbridge, Richard. “Convergence of Finite Element Methods for Singular Stochastic Control.” SIAM Journal on Control and Optimization 56. (2018): 4336-4364.
Helmes, Kurt, Stockbridge, Richard, and Zhu, Chao. “Continuous Inventory Models of Diffusion Type: Long-term Average Cost Criterion.” Annals of Applied Probability 27. (2017): 1831--1885.
Helmes, Kurt L., Stockbridge, Richard, and Zhu, Chao. “A Measure Approach for Continuous Inventory Models: Discounted Cost Criterion.” SIAM Journal on Control and Optimization 53. (2015): 2100-2140.
Stockbridge, Richard. “Discussion of Dynamic Programming and Linear Programming Approaches to Stochastic Control and Optimal Stopping in Continuous Time.” Metrika, Springer 77.1 (2013): 137-162.
Dufour, Francois, and Stockbridge, Richard. “On the Existence of Strict Optimal Controls for Constrained, Controlled Markov Processes in Continuous-Time.” Stochastics: An International Journal of Probability and Stochastic Processes 84.1 (2011): 55-84.
Song, Qingshuo, Stockbridge, Richard, and Zhu, Chao. “On Optimal Harvesting Problems in Random Environments.” SIAM Journal on Control and Optimization 49.2 (2011): 830--858.
Helmes, Kurt L., and Stockbridge, Richard. “Thinning and Harvesting of Stochastic Forest Models.” Journal of Economic Dynamics and Control 35.1 (2011): 25-39.
Helmes, Kurt L., and Stockbridge, Richard. “Construction of the Value Function and Stopping Rules for Optimal Stopping of One-Dimensional Diffusions.” Advances in Applied Probability 42.1 (2010): 158-182.

Richard Stockbridge on MathSciNet