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math.OC2020
Optimal control of COVID-19 infection rate considering social costs
Aaron Z. Palmer, Zelda B. Zabinsky, Shan Liu
The COVID-19 pandemic has posed a policy making crisis where efforts to slow down or end the pandemic conflict with economic priorities. This paper provides mathematical analysis o…
math.OC2019
Stochastic optimal transport with free end time
Samer Dweik, Nassif Ghoussoub, Young-Heon Kim +1
We consider a stochastic transportation problem between two prescribed probability distributions (a source and a target) over processes with general drift dependence and with free…
math.OC2018
Optimal Transport with Controlled Dynamics and Free End Times
Nassif Ghoussoub, Young-Heon Kim, Aaron Zeff Palmer
We consider optimal transport problems where the cost is optimized over controlled dynamics and the end time is free. Unlike the classical setting, the search for optimal transport…