Who is Adhvaith

Masters student at UCSD, majoring in Data Science with concentrations in Finance and Machine Vision & Interaction Design.
Graduated from UCLA in 2022 with a Bachelor of Science in Statistics. Have industry experience designing MLOps solutions
and automating data analysis pipelines in the finance, aerospace, and cybersercurity industries.


Searching For
Internships

I am looking for part-time/full-time internships for Fall 2022, Spring 2023, Summer 2023

Industry Experience

Currently have 4 internship experiences

- JPMorgan Chase & Co. | AI and Data Science Intern
Worked to improve model accuracy and interpretability when predicting instances of small business loan default

- Carnegie Mellon University | Summer Research Fellow
Designed and developed a more accurate method to predict goal count in soccer by using stochastic game dynamics.

- Rolls-Royce North America | Data Science Intern
Created and deployed an algorithm to identify when AE3007 turbofan engines reach their optimal compressor wash interval

- LPL Financial Holdings Inc. | Information Security Intern
Visualized and investigated data transfer cybersecurity risk from company 3rd party vendors

Research

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An Interpretable Method of Learning Stochastic Game Dynamics

- Accepted to the Carnegie Mellon 2021 Sports Analytics Conference [ Conference Link ]


Abstract:
In soccer, modeling expected goals in a match is difficult without the use of player tracking data. Many models that attempt to make score predictions depend almost exclusively on the outcome of previous matches, and hence tend to do a poor job of capturing high score differentials (as in when a team wins by a substantial margin over another team). Relying on just the tracking data of the ball alone, we wanted to encapsulate the complex movement and forces acting on the ball into a much simpler object. This object is the potential function, which is simply an equation used to model underlying forces (e.g. gravitational potential functions). In a 2007 study, David R. Brilllinger wrote a paper on how to learn a potential function given a trajectory. The crux of this paper is that potential functions can be approximated using basis functions. In our case, these basis functions are a set of gravitational points, whose coefficients are based on the offensive and defensive movements of our teams, creating a potential function landscape unique to each team pairing. Through this “potential function landscape,” we are able to simulate games over time and create an averaged score prediction when two teams are pitted against each other. What we found is that predictions formed using this methodology capture high score differentials more reliably, and reduce both the MSE and residual variance compared to a Poisson Regression Model. We believe that this new method of modeling expected goals could also be used to determine player impacts in a game and provide a real-time game evaluation in the future.

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Awards

  • 2nd Place Prosperity Track | DataHacks 2021
    UCSD DataHacks · Apr 2021

  • 1st Place Chevron Track | Rice University Datathon

    Rice DataSci Club · Feb 2021

  • 1st Place Overall | DSS Datathon for Social Good

    Data Science Society at UC Berkeley · Nov 2020

  • 3rd Place City Search Track | TAMU Datathon

    TAMU Datathon · Oct 2020

  • 2nd Place Overall | Retina AI R Datathon

    Retina AI · Sep 2020

  • Gandhi Memorial Scholarship Recipient

    San Diego Indian American Society · Aug 2019