LCF_theorem_prover LCF_theorem_prover

LCF theorem prover - Definition and Overview

Related Words: Assertion, Assumption, Axiom, Basis, Brocard, Conjecture, Data, Deduction, Dictum, Formula, Foundation, Fundamental, Ground, Hypothesis, Law, Lemma

An interactive theorem prover developed at the universities of Edinburgh and Stanford by Robin Milner and others. LCF introduced the general purpose programming language ML to allow users to write theorem proving tactics. Theorems in the system are propositions of a special "theorem" abstract datatype. The ML type system ensures that theorems are derived using only the inference rules given by the operations of the abstract type.

Successors include the HOL and Isabelle theorem provers.

Example Usage of theorem

psnively: @bradfordcross Yep. Basis of at least two popular theorem provers, http://bit.ly/nnUr2 & http://bit.ly/15s487
francpupgk: ON THE CLOSED GRAPH theorem' 1. Introduction. In this paper... http://tinyurl.com/ycuz9j3
algebra_com: use the pythagorean theorem to find the indicated quantity. Round your answer to the nearest hundredth. c^2 = http://algebra.com/t/245095
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