Noun
One who, or that which, proves.
Source: Webster's dictionaryWhatever the Thinker thinks, the Prover will prove. Robert Anton Wilson
Depending on the degree of automation, the prover can essentially be reduced to a proof checker, with the user providing the proof in a formal way, or significant proof tasks can be performed automatically. Source: Internet
Computer verifications In 2005, Avigad et al. employed the Isabelle theorem prover to devise a computer-verified variant of the Erdős–Selberg proof of the PNT. citation This was the first machine-verified proof of the PNT. Source: Internet
James Margetson (2004) developed a computerized formal proof using the Isabelle theorem prover. Source: Internet
Hayes (1973) developed an equational language, Golux, in which different procedures could be obtained by altering the behavior of the theorem prover. Source: Internet
It follows that an automated theorem prover will fail to terminate while searching for a proof precisely when the statement being investigated is undecidable in the theory being used, even if it is true in the model of interest. Source: Internet