
Certificate of Completion
THIS ACKNOWLEDGES THAT
HAS COMPLETED THE SUMMER 2026 QUANTUM COMPUTING BOOT CAMP
Yang Mo
Roman Holowinsky, PhD
July 20, 2026
DIRECTOR
DATE

TEAM
Yang Mo - Quantum Computing - Final Project
Yang Mo

This final project includes two Qiskit mini-projects.
The first mini-project studies Subset Sum with Grover's algorithm. Candidate subsets are encoded as basis states, a reversible weighted-sum oracle marks subsets whose sum equals the target, and Grover diffusion amplifies the marked solutions.
The second mini-project is a toy QSP/QSVT demo for a two-point finite-difference discretization of the 1D Poisson equation. It constructs a block-encoded signal unitary, uses a degree-3 polynomial as a scaled inverse on the two eigenvalues, and simulates the resulting QSVT circuit with postselection.
The slideshow video focuses on the QSP/QSVT Poisson demo.
Mini-project repositories:
https://github.com/zetacaveman/quantum-subset-sum-demo
https://github.com/zetacaveman/toy-qsvt-poisson-demo
