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Source: hol88
Section: math
Priority: optional
Maintainer: Camm Maguire <camm@debian.org>
BuildDepends: debhelper (>= 9), gcl (>= 2.6.1257), texlivelatexbase, libgmp3dev, libreadlinedev, libxmudev, libxaw7dev
StandardsVersion: 3.9.8
Package: hol88
Architecture: any
Depends: ${shlibs:Depends}, ${misc:Depends}
Description: Higher Order Logic, system image
The HOL System is an environment for interactive theorem proving in a
higherorder logic. Its most outstanding feature is its high degree
of programmability through the metalanguage ML. The system has a
wide variety of uses from formalizing pure mathematics to
verification of industrial hardware. Academic and industrial sites
worldwide are using HOL.
Package: hol88source
Architecture: all
Depends: ${misc:Depends}
Description: Higher Order Logic, source files
The HOL System is an environment for interactive theorem proving in a
higherorder logic. Its most outstanding feature is its high degree
of programmability through the metalanguage ML. The system has a
wide variety of uses from formalizing pure mathematics to
verification of industrial hardware. Academic and industrial sites
worldwide are using HOL.
Package: hol88help
Architecture: all
Depends: ${misc:Depends}
Description: Higher Order Logic, online help files
The HOL System is an environment for interactive theorem proving in a
higherorder logic. Its most outstanding feature is its high degree
of programmability through the metalanguage ML. The system has a
wide variety of uses from formalizing pure mathematics to
verification of industrial hardware. Academic and industrial sites
worldwide are using HOL.
Package: hol88library
Architecture: any
Depends: ${misc:Depends}
Description: Higher Order Logic, binary library modules
The HOL System is an environment for interactive theorem proving in a
higherorder logic. Its most outstanding feature is its high degree
of programmability through the metalanguage ML. The system has a
wide variety of uses from formalizing pure mathematics to
verification of industrial hardware. Academic and industrial sites
worldwide are using HOL.
Package: hol88librarysource
Architecture: all
Depends: ${misc:Depends}
Description: Higher Order Logic, library source files
The HOL System is an environment for interactive theorem proving in a
higherorder logic. Its most outstanding feature is its high degree
of programmability through the metalanguage ML. The system has a
wide variety of uses from formalizing pure mathematics to
verification of industrial hardware. Academic and industrial sites
worldwide are using HOL.
Package: hol88libraryhelp
Architecture: all
Depends: ${misc:Depends}
Description: Higher Order Logic, library online help files
The HOL System is an environment for interactive theorem proving in a
higherorder logic. Its most outstanding feature is its high degree
of programmability through the metalanguage ML. The system has a
wide variety of uses from formalizing pure mathematics to
verification of industrial hardware. Academic and industrial sites
worldwide are using HOL.
Package: hol88contribsource
Architecture: all
Depends: ${misc:Depends}
Description: Higher Order Logic, user contributed source
The HOL System is an environment for interactive theorem proving in a
higherorder logic. Its most outstanding feature is its high degree
of programmability through the metalanguage ML. The system has a
wide variety of uses from formalizing pure mathematics to
verification of industrial hardware. Academic and industrial sites
worldwide are using HOL.
Package: hol88contribhelp
Architecture: all
Depends: ${misc:Depends}
Description: Higher Order Logic, user contributed online help files
The HOL System is an environment for interactive theorem proving in a
higherorder logic. Its most outstanding feature is its high degree
of programmability through the metalanguage ML. The system has a
wide variety of uses from formalizing pure mathematics to
verification of industrial hardware. Academic and industrial sites
worldwide are using HOL.
Package: hol88doc
Architecture: all
Section: doc
Depends: ${misc:Depends}
Description: Documentation for hol88
The HOL System is an environment for interactive theorem proving in a
higherorder logic. Its most outstanding feature is its high degree
of programmability through the metalanguage ML. The system has a
wide variety of uses from formalizing pure mathematics to
verification of industrial hardware. Academic and industrial sites
worldwide are using HOL.
