Coq reference manual pdf

Coq Reference Manual, V, July 5, Credits COQ is a proof assistant for higher-order logic, allowing the development of computer programs consis-tent with their formal specification. It is the result of about ten years of research of the Coq project. We.  · Dear Coq community, I would like to start a discourse on the Coq kernel/checker, as in terms of logic it is probably the primary source of reliability of the tool, one of its distinguishing features and the one piece that I can find less public information about. Apologies for verbosity, I tried to make every first sentence of each numbered item summarize the goal of the item it refers to. I. Mtac: A Monad for Typed Tactic Programming in Coq Reference Manual Updated to version Beta Ziliani MPI-SWS beta@www.doorway.ru Derek Dreyer MPI-SWS dreyer@www.doorway.ru Neelakantan R. Krishnaswami MPI-SWS neelk@www.doorway.ru Aleksandar Nanevski IMDEA Software Institute www.doorway.ruki@www.doorway.ru Viktor Vafeiadis MPI-SWS viktor@www.doorway.ru Abstract.

Mtac: A Monad for Typed Tactic Programming in Coq Reference Manual Updated to version Beta Ziliani MPI-SWS beta@www.doorway.ru Derek Dreyer MPI-SWS dreyer@www.doorway.ru Neelakantan R. Krishnaswami MPI-SWS neelk@www.doorway.ru Aleksandar Nanevski IMDEA Software Institute www.doorway.ruki@www.doorway.ru Viktor Vafeiadis MPI-SWS viktor@www.doorway.ru Abstract. Introduction This document is the Reference Manual of version of the COQ proof assistant. A companion volume, the COQ Tutorial, is provided for the beginners. It is advised to read the Tutorial first. Introduction and Contents. This is the reference manual of Coq. Coq is an interactive theorem prover. It lets you formalize mathematical concepts and then helps you interactively generate machine-checked proofs of theorems. Machine checking gives users much more confidence that the proofs are correct compared to human-generated and -checked proofs.

of Coq, it would be naïve to expect it to be the only Coq reference used for manual [10] as well as Ssreflect documentation [23] whenever an unknown. This is the reference manual of Coq. Coq is an interactive theorem prover. It lets you formalize mathematical concepts and then helps you interactively. Mtac tactics have access to all the features of ordinary Coq programming, as Coq's Reference Manual (The Coq Development Team, ).