Abstract. ACL2(r) is a modified version of the theorem prover ACL2 that adds support for the irrational numbers using non-standard analysis.

ACL2(r) is a modified version of the theorem prover ACL2 that adds support for the irrational numbers using nonstandard analysis.

Oct 25, 2006 · ACL2(r) is a modified version of the theorem prover ACL2 that adds support for the irrational numbers using nonstandard analysis.

These foundations are also used to justify significant enhancements to ACL2(r), which has been used to prove basic theorems of analysis and the correctness ...

ACL2(r) is a modified version of the theorem prover ACL2 that adds support for the irrational numbers using nonstandard analysis.

Our recent work focuses on the interaction between Internal Set Theorem and the theory extension mechanisms in ACL2. This has allowed us to enhance ACL2(r) ...

ACL2(r) is a modified version of the theorem prover ACL2 that adds support for the irrational numbers using non-standard analysis.

We present our extension of ACL2 with Satisfiability Modulo Theories (SMT) solvers using ACL2's trusted clause processor mechanism.

Given a field K, a quadratic extension field L is an extension of K that can be generated from K by adding a root of a quadratic polynomial with ...

ACL2(r) (Cont'd). Internal set theory (IST) is a conservative extension of classical set theory (e.g, ZFC). A given ACL2(r) theory can be interpreted in an ...