Mathematical Components wiki
An extensive and coherent library of formalized mathematical theories built on the Coq/Rocq proof assistant with SSReflect.
What is Mathematical Components wiki?
Mathematical Components is a comprehensive library of formalized mathematical theories built on the Coq/Rocq proof assistant and the SSReflect proof language. It provides a coherent repository of mechanized mathematics, enabling computer-verified proofs of theorems ranging from basic data structures to advanced algebraic results. The library serves as a foundational tool for formalizing and verifying complex mathematical statements with rigorous logical certainty.
Researchers, mathematicians, and computer scientists working in formal verification, theorem proving, or mechanized mathematics who need a robust library for formalizing advanced mathematical theories. It is particularly valuable for those implementing or verifying landmark mathematical results using proof assistants.
Developers choose Mathematical Components for its extensive and coherent coverage of formalized mathematics, its proven use in landmark theorem mechanizations (like the Four Colour and Odd Order theorems), and its tight integration with the Coq/Rocq ecosystem and SSReflect language. It offers a unified, well-documented framework that balances mathematical depth with practical proof engineering.
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Mathematical Components
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