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Xiaohe Luo 
xiaohel@princeton.edu | (858)284-8652 | Sherrerd Hall, Charlton St. 
EDUCATION 
Princeton University                                                                   Princeton, NJ 
Ph.D., Operations Research & Financial Engineering                             Expected Graduation: Jan 2023 
• Overall GPA: 3.81/4.00 
• Core Courses: Statistical Foundations of Data Science, Reinforcement Learning, Machine Learning & Pattern 
Recognition, Statistical Theory, Probability Theory, Linear & Nonlinear Optimization, Convex & Conic Optimization 
• Research Interests: Stochastic Optimization, Reinforcement Learning, Machine Learning 
 
University of California, San Diego                                                          La Jolla, CA 
Bachelor of Science, Joint Mathematics-Economics                                              Sept 2017 
• Overall GPA: 3.93/4.00 
• Honors & Awards: Magna Cum Laude, Award for Excellence in Joint Mathematics – Economics (one per year) 
 
INDUSTRY EXPERIENCE 
King Street Capital Management, L.P               New York, NY 
Data Science Intern                June 2020 to Aug 2020 
• Revenue Prediction via Neural Networks 
- Conducted feature engineering for revenue prediction of “time-lagged” industries such as hotels, cruise lines, and 
traveling services which may recover rapidly after the pandemic via time-series credit card data. 
- Successfully identified the key features and achieved a 20% increase in the estimated profit of our portfolio by 
leveraging Long Short-Term Memory (LSTM) and Recurrent Neural Network with Attention. 
• Performance-based Unsupervised Learning 
- Classified hundreds of industries into different categories based on the level of impact of Covid-19 measures on 
the YoY revenues across 2 years for market analysis. 
- Designed the proper distance metric which highlights the differences in the change of YoY revenue trend before 
and after lockdown for better implementation of clustering algorithms.  
- Applied clustering methods such as K-means and Agglomerative Hierarchical clustering to identify underlying 
factors, resulted from Covid-19 measures, that directly associate with businesses’ performance. 
 
SELECTED RESEARCH PROJECTS 
Stochastic One-dimensional Search at CASTLE Lab | Python                                   Princeton, NJ 
Ph.D. Research                                                                   Oct 2019 to Present 
• Designed a one-dimensional stochastic search algorithm (SBES), based on entropy reduction, for effectively finding 
the optimum of a black-boxed unimodal function under high noise and expensive computational cost. The algorithm 
is proven to be robust by both theoretical guarantees and empirical results. 
• Built a simulator with visualization tools that implements the SBES algorithm in various applications such as tuning 
hyperparameters of neural networks, optimizing step-sizes of stochastic gradient algorithms and maximizing offline 
revenue with noisy feedback. 
 
Random Matrices | Matlab & Mathematica                                                  La Jolla, CA 
Collaborative Undergraduate Research                                              Jul 2017 to Sept 2017 
• Researched random symmetric band matrices, specifically matrices with independent diagonals but correlated 
entries along each band; Proved asymptotic theorems using techniques in combinatorics and real analysis.   
• Developed applications in Matlab and Mathematica that perform numerical simulations and graphing to 
approximate the limiting spectral distribution of the eigenvalues of large random band matrices. 
 
SKILLS & OTHER LEADERSHIP EXPERIENCE  
Actuarial Exams: Passed Exam P/Probability Theory 
Programming Languages: Proficient in Python, R, Matlab, and Stata; Functional in Java and JavaScript 
Languages: Fluent in Chinese and Cantonese; Conversational in Japanese 
Leadership Experience: Teaching assistant of Convex & Conic Optimization, Princeton University      2019-2021 
• Instructed classes of 50 students on convex and conic optimization theory; designed precept materials and led 
weekly precepts that solidify students’ understanding of abstract optimization concepts and algorithms.