FILE 01 / 05 · § SELF ARCHIVE NO. 001
Yingte Xu许英特
PhD candidate · MPI-SP / Ruhr University Bochum
§ Self
Yingte's research applies formal methods to study the programming theory for quantum computing — semantics, verification techniques, proof automation. The aim is a practical, end-to-end toolchain (from verification to compilation) that can naturally express most quantum algorithms and protocols.
He is also drawn to ML / AI research, especially language and multimodal models. He believes persona AI agents on edge devices will become prominent, demanding new architectures, training methods, and evaluation metrics, and is working toward this field.
He is fascinated by the design of systems — from formal reasoning and intelligent agents to creative worlds and human imagination — and excited by tangible work that explores novel ideas and creative expression. People consider him an amateur artist.
§ Education & Employment
Research Assistant
PhD Student
The COVID pandemic and visa issues kept Yingte in Beijing for two years.
Remote Internship
Internship
Bachelor of Science (Physics)
§ Publications
§ Awards
Winner of CHES 2025 Deep Learning SCA Battle 2025
CHES 2025, GE Wars Organization Committee
National Scholarship 2019
Ministry of Education of the People's Republic of China
§ Projects

Fanal 2025-2026
A Lean project for building a practical tool that encodes and verifies quantum programs. Full concrete syntax with support for quantum arrays. An auto-formalization pipeline was experimented. The project website is equipped with an AI chatbot assistant.

D-Hammer 2025
A C++ tool that efficiently decides equations of labelled Dirac notations.

DiracDec 2024-2025
A prototype for proof automation of Dirac notation equations. Implemented in Mathematica, integrated with its computer algebra system for reals.

EquationNN 2025
An attempt to solve hard equational reasoning problems using LLM + Reinforcement Learning.

QRefine 2024
A prototype IDE for quantum program development with program refinement support, implemented in Python.

NQPV 2023
Artifact for verification of nondeterministic quantum programs.