Research Paper#Quantum Computing, Formal Verification, Symbolic Logic🔬 ResearchAnalyzed: Jan 3, 2026 20:06
Symbolic Logic Framework for Quantum Computing Verification
Analysis
This paper addresses a critical gap in quantum computing: the lack of a formal framework for symbolic specification and reasoning about quantum data and operations. This limitation hinders the development of automated verification tools, crucial for ensuring the correctness and scalability of quantum algorithms. The proposed Symbolic Operator Logic (SOL) offers a solution by embedding classical first-order logic, allowing for reasoning about quantum properties using existing automated verification tools. This is a significant step towards practical formal verification in quantum computing.
Key Takeaways
- •Proposes Symbolic Operator Logic (SOL) as a framework for specifying and reasoning about quantum data and operations.
- •Embeds classical first-order logic to leverage existing automated verification tools.
- •Aims to provide a foundation for formal verification and automated theorem proving in quantum computing using proof assistants like Lean and Coq.
Reference
“The embedding of classical first-order logic into SOL is precisely what makes the symbolic method possible.”