Teaching/Talks

Events in reversed chronological order.



Selected Talks


2023 Informs Annual Meeting

AI Seminar at AI TIME

  • (2023/06) Invited talk at AI TIME at Tsinghua University. Thanks for the kind invitation!

The 68th TrustML Young Scientist Seminar at RIKEN

Information Theory and Applications Workshop at San Diego

Institute for Foundations of Data Science at Yale

  • (2023/01) Invited talk at the Institute for Foundations of Data Science at Yale University about my work on offline Reinforcement Learning. Thanks Dan Spielman for the kind invitation!

Big Data and Machine Learning Seminar at UCLA

  • (2022/04) Invited talk at Department of Computer Science, University of California, Los Angeles (UCLA) about my recent work on Instance-depedent offline Reinforcement Learning! See slides here!

Simons Institute workshop

RL theory seminars



Media Coverage


MMMU

Our MMMU dataset is reported by 机器之心|Synced.



Mentoring


Early Research Scholar Program (ERSP)

I am mentoring an undergraduate team of 4 students of Early Research Scholar Program (ERSP) at UC, Santa Barbara for empirical benchmarking of offline policy learning methods for Reinforcement Learning. For an initial description of this program, see here.



Teaching Assistant


PSTAT213A: Probability Theory and Stochastic Processes

Graduate course, UC santa Barbara, Department of Statistics and Applied Probability

  • Topics covered: Generating functions, discrete and continuous time Markov chains; random walks; branching processes; birth-death processes; Poisson processes, point processes. Time-reversibility, Coupling; Semigroup; Renewal Processes; Queuing Applications.

PSTAT160AB: Applied Stochastic Processes

Undergraduate course, UC santa Barbara, Department of Statistics and Applied Probability

  • Topics covered: Conditional Expectation; Moment Generating Functions; Tail Bounds & Limit Theorems; Random Walk; Markov Chains; Simulation and Markov Chain Monte Carlo.

PSTAT120ABC: Probability and Statistics

Undergraduate course, UC santa Barbara, Department of Statistics and Applied Probability

  • Topics covered: Jacobian method; Order statistics; Estimation Theory; Minimum Variance Unbiased Estimators; Method of Moments, Maximum Likelihood; Hypothesis Testing; Likelihood Ratio tests; Contingency tables; Bayesian estimators of binomial proportions; Bayesian credible sets.