Isabelle isar reference manual

For a comprehensive treatment of all things Isabelle we recommend the Isabelle/Isar Reference Manual [7], which comes with the Isabelle distribu-tion. The tutorial by Nipkow, Paulson and Wenzel [6] (in its updated version that comes with the . Isabelle = b a Isar The Isabelle/Isar Reference Manual Makarius Wenzel With Contributions by Clemens Ballarin, Stefan Berghofer, Jasmin Blanchette, Timothy Bourke, Lukas Bulwahn, Lucas Dixon, Florian Haftmann, Gerwin Klein, Alexander Krauss, Tobias Nipkow, Lars Noschinski, David von Oheimb, Larry Paulson, Sebastian Skalberg October 9, isabelle isar reference manual isar formal proof language proper element appropriate level isabelle isar system contradictory requirement intelligible semi-automated reasoning user-level work isar vm interpreter formal proof document static reading traditional proof script generic approach proper document constructor isabelle isar command improper auxiliary command .

The Isabelle system environment This manual describes Isabelle together with related tools and user interfaces as seen from a system oriented view. See also the Isabelle/Isar Reference Manual [3] for the actual Isabelle input language and related concepts, and The Isabelle/Isar Implementation Manual [2] for the main concepts of the. The Isabelle/Isar Framework Isabelle/Isar [35,36,17,39,37] is intended as a generic framework for devel-oping formal mathematical documents with full proof checking. Definitions and proofs are organized as theories. An assembly of theory sources may be presented as a printed document; see also chapter4. The main objective of Isar is the design. Abstract. We present the generic system framework of Isabelle/Isar underlying recent versions of Isabelle. Among other things, Isar provides an infrastructure for Isabelle plug-ins, comprising extensible state components and extensible syntax that can be bound to tactical ML programs.

The Isabelle/Isar Framework. Isabelle/Isar [53, 54, 30, 58, 55] is intended as a generic framework for devel- oping formal mathematical documents with full proof checking. Definitions and proofs are organized as theories. An assembly of theory sources may be presented as a printed document; see also chapter 4. HOL (Higher-Order Logic) is a version of classical higher-order logic resembling that of the HOL System. FOL (Many-sorted First-Order Logic) provides basic classical and intuitionistic first-order logic. It is polymorphic. ZF (Set Theory) offers a formulation of Zermelo-Fraenkel set theory on top of FOL. Download Citation | The Isabelle/Isar Reference Manual | Intelligible semi-automated reasoning (Isar) is a generic approach to readable formal proof documents. It sets out to bridge the semantic.