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[ Source: mathcomp-real-closed  ]

Package: libcoq-mathcomp-real-closed (2.0.0-1 and others)

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Real closed fields for Mathematical Components

This library contains definitions and theorems about real closed fields for Mathematical Components. It includes a construction of the real and algebraic closure (with a proof of the fundamental theorem of algebra). The decidability of the first order theory of real closed field, through quantifier elimination is also established.

The Mathematical Components library is a coherent repository of general-purpose formalized mathematical theories for the Coq proof assistant.

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Download for all available architectures
Architecture Version Package Size Installed Size Files
amd64 2.0.0-1+b2 2,352.7 kB9,905.0 kB [list of files]
arm64 2.0.0-1+b2 2,352.8 kB9,905.0 kB [list of files]
armhf 2.0.0-1+b2 2,352.3 kB9,899.0 kB [list of files]
i386 2.0.0-1+b2 2,352.8 kB9,899.0 kB [list of files]
ppc64 (unofficial port) 1.1.4-2 2,242.3 kB9,448.0 kB [list of files]
ppc64el 2.0.0-1+b2 2,353.3 kB9,905.0 kB [list of files]
riscv64 2.0.0-1+b2 2,352.9 kB9,905.0 kB [list of files]
s390x 2.0.0-1+b2 2,352.5 kB9,905.0 kB [list of files]