This paper describes how we have added an efficient function for computation to the kernel of the Candle interactive theorem prover. Candle is a CakeML port of HOL Light which we have, in prior work, proved sound w.r.t. the inference rules of the higher-order logic. This paper extends the original implementation and soundness proof with a new kernel function for fast computation. Experiments show that the new computation function is able to speed up certain evaluation proofs by several orders of magnitude
Interactive theorem proving is a technology of fundamental importance for math-ematics and computer-...
Succinct arguments allow a prover to convince a verifier that a given statement is true, using an ex...
AbstractThis paper describes the integration of zChaff and MiniSat, currently two leading SAT solver...
This paper describes how we have added an efficient function for computation to the kernel of the Ca...
This thesis is about mechanically establishing the correctness of computer programs.\ua0In particula...
This paper presents a fully verified interactive theorem prover for higher-order logic, more specifi...
We present a mechanised semantics for higher-order logic (HOL), and a proof of soundness for the inf...
We present a mechanised semantics for higher-order logic (HOL), and a proof of soundness for the inf...
This thesis is about verified computer-aided checking of mathematical proofs. We build on tools for ...
We introduce an automatic method for producing stateful ML programs together with proofs of correctn...
This thesis explores building provably correct software and hardware inside the HOL4 interactive the...
As the world becomes increasingly reliant on technology and the technology becomes increasingly comp...
Abstract. We present a mechanised semantics and soundness proof for the HOL Light kernel including i...
The focus of this lecture series will be HOL, Church's higher-order logic, which is the core of...
We present sem_ind, a recommendation tool for proof by induction in Isabelle/HOL. Given an inductive...
Interactive theorem proving is a technology of fundamental importance for math-ematics and computer-...
Succinct arguments allow a prover to convince a verifier that a given statement is true, using an ex...
AbstractThis paper describes the integration of zChaff and MiniSat, currently two leading SAT solver...
This paper describes how we have added an efficient function for computation to the kernel of the Ca...
This thesis is about mechanically establishing the correctness of computer programs.\ua0In particula...
This paper presents a fully verified interactive theorem prover for higher-order logic, more specifi...
We present a mechanised semantics for higher-order logic (HOL), and a proof of soundness for the inf...
We present a mechanised semantics for higher-order logic (HOL), and a proof of soundness for the inf...
This thesis is about verified computer-aided checking of mathematical proofs. We build on tools for ...
We introduce an automatic method for producing stateful ML programs together with proofs of correctn...
This thesis explores building provably correct software and hardware inside the HOL4 interactive the...
As the world becomes increasingly reliant on technology and the technology becomes increasingly comp...
Abstract. We present a mechanised semantics and soundness proof for the HOL Light kernel including i...
The focus of this lecture series will be HOL, Church's higher-order logic, which is the core of...
We present sem_ind, a recommendation tool for proof by induction in Isabelle/HOL. Given an inductive...
Interactive theorem proving is a technology of fundamental importance for math-ematics and computer-...
Succinct arguments allow a prover to convince a verifier that a given statement is true, using an ex...
AbstractThis paper describes the integration of zChaff and MiniSat, currently two leading SAT solver...