Education


Doctorate of Philosophy, Electrical and Computer Engineering
University of Toronto May 2020 - Present
  • Research Area: Quantum Photonics, Quantum Metrology, Quantum Information, Quantum Computing
    • Developed a novel method to model light-environment interaction motivating several new areas for quantum enhancement in applications including lidar, imaging, and communication.
    • Devised and characterized a multi-photon state to generalize the standard GHZ state overcoming the single-photon limitation of many previous quantum-enhanced protocols.
    • Developed a quantum imaging setup in the lab able to create images with upwards of 43 dB noise-resilience compared to comparable classical setups.
  • Invited to spend three months at University of Sydney as a visiting researcher.
  • Fully funded by the prestigious "Queen Elizabeth II Graduate Scholarship in Science and Technology" and "Edward S. Rogers Graduate Scholarship".

Doctorate of Philosophy, mathematics
University of Toronto Sep 2018 - May 2020*
  • Research Area: Quantum Machine Learning, Statistical Learning Theory
    • Worked on generalizing statistical learning theory with quantum resources.
    • Worked on characterizing the learnability of tensor-networks states such as matrix product and tree-tensor network states.
  • Invited to spend three months at University of Sydney as a visiting researcher.
  • Funded in part by the "Malcolm Slingsby Robertson Fellowship in Mathematics".
*Candidacy achieved but degree not completed due to unforeseen passing of my advisor

Masters of Science, Mathematics
University of Toronto Sep 2017 - Sep 2018
  • Research Area: Mathematical physics, Algebraic geometry
  • Thesis: Motivic Structure of Feynman Graphs in the Grothendieck Ring
    • Formulated an inductive approach to classify melonic Feynman graphs within the Grothendieck ring, enhancing theoretical insights into their algebraic structures.
    • Introduced symbolic representation techniques for complex graphs, boosting computational efficiency and analytical clarity.

Honours Bachelor's of Science, Mathematics and Physics
University of Toronto Sep 2013 - Apr 2017
  • Graduated with "high-distinction" and "Dean's list" in all four years
  • Funded by U of T entrance scholarship and multiple in-course scholarships across four years
  • Thesis: Design and Testing of SRF Particle Accelerator Cavities

Work Experience


Course Instructor
Department of Mathematics and Engineering, Universtiy of Toronto May 2020 - Present
  • Instructed three courses repeatedly across multiple semesters in Mathematics and Engineering.
  • Designed effective lesson plans and assessments to enhance and assess student learning.
  • Managed classroom logistics and facilitated effective communication channels to ensure smooth course operations.
  • Led and supervised teams of 5-10 teaching assistants, fostering a collaborative environment for student success.

Teaching Assistant
Department of Mathematics, University of Toronto Sep 2015 - Apr 2022
  • Instructed over 20 sections spanning diverse range of courses, including leadership roles as Head TA.
  • Developed and delivered engaging tutorials, conducted comprehensive grading, and provided office hour support to enhance student learning and success.
  • As Head TA, led curriculum development efforts, managed and trained large teams of 20-40 TAs, and ensured high-quality grading standards across all managed courses.

Undergraduate Research Assistant
Department of Physics, University of Toronto May 2015 - Aug 2017
  • All projects funded by either NSERC USRA or Physics SURF awards
  • Several research projects across multiple labs and disciplines:
    • Ocean Physics: Ran simulation in Fortran to discover conditions that contribute to the formation of solitons and tsunamis in the ocean.
    • Photonics: Analyzed photon correlations in waveguide arrays analytically and using Mathematica aiding in the design of integrated chips.
    • Particle Accelerators: Designed two methods to test and improve the performance of SRF particle accel- erator cavities at TRIUMF national laboratories.
    • Particle Physics: Analyzed datasets from the large hadron collider using machine learning tools in Python and C++ to verify the discovery of the Higgs Boson.