Add to ORKGAbstract. The HOL4 proof assistant supports specification and proof in classical higher order logic. It is the latest in a long line of similar systems. In this short overview, we give an outline of the HOL4 system and how it may be applied in formal verification
Matrix theory plays an important role in modeling linear systems in engineering and science. To mode...
this paper, a verification method is presented which combines the advantages of deduction style proo...
We present a mechanised semantics for higher-order logic (HOL), and a proof of soundness for the inf...
Abstract. We present a framework for extracting and compiling proof tools and theories from a higher...
This thesis is about verified computer-aided checking of mathematical proofs. We build on tools for ...
A link between the ACL2 and HOL4 proof assistants is described. This allows each system to be deploy...
We present a proof-of-concept prototype of a (constructive variant of an) HOL interactive theorem pr...
) Ramayya Kumar, Thomas Kropf, Klaus Schneider University of Karlsruhe, Institute of Computer Design...
The focus of this lecture series will be HOL, Church's higher-order logic, which is the core of...
This paper presents a fully verified interactive theorem prover for higher-order logic, more specifi...
howe@scs.carleton.ca Higher-Order Abstract Syntax, or HOAS, is a technique for using a higher-order ...
We introduce a new formalization of Higher-Order-Logic (abbreviated Hol), which we baptized Formath,...
Leo-II is an automated theorem prover for classical higher-order logic. The prover has pioneered coo...
This thesis explores building provably correct software and hardware inside the HOL4 interactive the...
Leo-II is an automated theorem prover for classical higher-order logic. The prover has pioneered coo...
Matrix theory plays an important role in modeling linear systems in engineering and science. To mode...
this paper, a verification method is presented which combines the advantages of deduction style proo...
We present a mechanised semantics for higher-order logic (HOL), and a proof of soundness for the inf...
Abstract. We present a framework for extracting and compiling proof tools and theories from a higher...
This thesis is about verified computer-aided checking of mathematical proofs. We build on tools for ...
A link between the ACL2 and HOL4 proof assistants is described. This allows each system to be deploy...
We present a proof-of-concept prototype of a (constructive variant of an) HOL interactive theorem pr...
) Ramayya Kumar, Thomas Kropf, Klaus Schneider University of Karlsruhe, Institute of Computer Design...
The focus of this lecture series will be HOL, Church's higher-order logic, which is the core of...
This paper presents a fully verified interactive theorem prover for higher-order logic, more specifi...
howe@scs.carleton.ca Higher-Order Abstract Syntax, or HOAS, is a technique for using a higher-order ...
We introduce a new formalization of Higher-Order-Logic (abbreviated Hol), which we baptized Formath,...
Leo-II is an automated theorem prover for classical higher-order logic. The prover has pioneered coo...
This thesis explores building provably correct software and hardware inside the HOL4 interactive the...
Leo-II is an automated theorem prover for classical higher-order logic. The prover has pioneered coo...
Matrix theory plays an important role in modeling linear systems in engineering and science. To mode...
this paper, a verification method is presented which combines the advantages of deduction style proo...
We present a mechanised semantics for higher-order logic (HOL), and a proof of soundness for the inf...