Using Z3 to Verify Inferences in Fragments of Linear Logic

The project serves as a research artifact for an academic paper (arXiv:2309.13796v1). Its primary value lies in the methodology of encoding resource-sensitive linear logic rules into the classical logic framework of SMT solvers like Z3. Quantitatively, with 0 stars and 3 forks over nearly three years, it lacks any market traction or community momentum. From a competitive standpoint, it occupies a highly specialized niche in formal methods; while Linear Logic is critical for specific domains like quantum computing and session types, the tooling provided here is a proof-of-concept rather than a production-grade library. Frontier labs are unlikely to compete directly as they focus on general-purpose reasoning rather than substructural logic verification. Defensibility is minimal because the 'moat' is simply the mathematical encoding described in the paper, which can be easily replicated by any researcher in the field of automated theorem proving. Its displacement horizon is relatively short as better encodings or specialized solvers for substructural logics could supersede this specific Z3-based template.