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F* vs HOL4

F*

fstar-lang.org

HOL4

hol-theorem-prover.org

Side by side

FigureF*HOL4
Price fromFreeFree
Free planYesYes
Free trial——
Open source——
WindowsYesYes
macOSYesYes
LinuxYesYes
Self-hostedYesYes
Plans published11
Spec score · Formal Verification Tools8.0 (#11)8.1 (#9)
DevelopmentF* is open source on GitHub and is under active development by Microsoft Research, Inria, and the community.HOL is a collaborative project hosted on GitHub and welcomes code contributions via pull requests.
LicenseF* is distributed under the Apache 2.0 license.HOL is free software released under the Modified (3-clause) BSD licence.
PurposeF* is a general-purpose proof-oriented programming language for purely functional and effectful programming.HOL4 is a proof assistant for higher-order logic and a programming environment for proving theorems and implementing proof tools.

Plans

F*

  • F*Free

F* pricing →

HOL4

  • HOL4Free

HOL4 pricing →

In their own words

F*

F* has no write-up on Specifiction yet; its figures are above.

Visit fstar-lang.org

HOL4

HOL4 is a free, interactive proof assistant for higher-order logic, with a programming environment for proving theorems and building proof tools. It supports work that combines deduction, execution, and property checking. Built-in decision procedures and theorem provers can establish many simple theorems, and an oracle mechanism can connect to external programs such as SMT and BDD engines. HOL4 supports higher-order logic and Standard ML, and can produce proof artifacts and counterexamples. It is self-hosted and listed for Linux, macOS, and Windows. A Standard ML compiler is required, with Poly/ML recommended; Moscow ML and MLTon are also supported for building tool executables. Windows installation can use Cygwin or the Windows Linux subsystem with Poly/ML. Moscow ML is another option, but the Windows guide notes that it is slower, lacks some Poly/ML libraries, and cannot run concurrent Holmake builds. HOL includes Emacs modes for syntax display and session interaction, and the installation guide links to Vim plugin documentation. Online materials include a tutorial, quick reference, FAQ, manuals, and generated indexes.

Visit hol-theorem-prover.org