mcp-z3-prover
Related Servers
Alternatives to mcp-z3-prover
No user-submitted related servers found.
Related Servers
- AlicenseNot gradedqualityDmaintenanceEnables solving Constraint Satisfaction Problems (CSP) like N-Queens, graph coloring, and Sudoku, as well as Linear Programming optimization problems through both MCP tools and HTTP API endpoints.2MIT
- AlicenseNot gradedqualityAmaintenanceA Model Context Protocol (MCP) server that exposes MiniZinc constraint solving capabilities to Large Language Models.184MIT
- AlicenseNot gradedqualityNot gradedmaintenanceAn MCP server that enables Large Language Models to interactively create, edit, and solve constraint models using backends like MiniZinc, Z3, PySAT, and Clingo. It bridges natural language with symbolic reasoning for solving complex logical, SAT, SMT, and optimization problems.MIT
- AlicenseBqualityCmaintenanceMathematical Optimization MCP Server with PuLP and OR-Tools support135MIT
- AlicenseNot gradedqualityDmaintenanceMCP-ORTools integrates Google's OR-Tools constraint programming solver with Large Language Models through the MCP, enabling AI models to: Submit and validate constraint models Set model parameters Solve constraint satisfaction and optimization problems Retrieve and analyze solution21MIT
- AlicenseNot gradedqualityCmaintenanceMCP server that exposes the Triton library for symbolic execution, taint analysis, and constraint solving on binary code.2MIT
TDQS
Scored across 11 tools
Each tool has a clear, distinct purpose: variable creation for different types (bool, int, real) with separate creation of constants and variables, constraint addition, solving, optimization, model retrieval, listing, and reset. No overlap.
All tool names follow a consistent snake_case verb_noun pattern (e.g., create_int_var, add_constraint, get_model_value). No mixing of conventions.
11 tools is well-scoped for a constraint solver. Each tool serves a necessary function without being overly granular or too sparse.
Covers the core workflow: variable creation, constraints, solving, and model retrieval. Minor gaps exist, such as no push/pop for incremental solving or constraint deletion, but the essential operations are present.