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Monotone is an open source software tool for distributed revision control. It tracks revisions to files, groups sets of revisions into changesets, and tracks history across renames. It tracks revisions to files, groups sets of revisions into changesets, and tracks history across renames.
Software: The name of the application that is described. History: briefly describes the software's origins and development. Notable current users: is a list of well known projects using the software as their primary revision control system, excluding the software itself, followed by a link to a full list if available.
Monotone (software), an open source revision control system; Monotonic orthography, simplified spelling of modern Greek; The Monotones, 1950s American rock and roll band; Quantifier monotonicity, in formal semantics "Monotone" (song), a song by Yoasobi for 2024 animated film Fureru "Monotone", a song by American alternative rock band Splender
Monotone [open, distributed] – not updated since 2011; Quma Version Control System – [open] VCS, final release 2010, abandoned 2013; Sun WorkShop TeamWare – Designed [citation needed] by Larry McVoy, creator of BitKeeper; Vesta [open, client-server] – (discontinued) build system with a versioning file system and support for distributed ...
Software using distributed version control (2 P) Pages in category "Distributed version control systems" The following 17 pages are in this category, out of 17 total.
The notions of completely and absolutely monotone function/sequence play an important role in several areas of mathematics. For example, in classical analysis they occur in the proof of the positivity of integrals involving Bessel functions or the positivity of Cesàro means of certain Jacobi series. [ 6 ]
Isotonic regression has applications in statistical inference.For example, one might use it to fit an isotonic curve to the means of some set of experimental results when an increase in those means according to some particular ordering is expected.
A monotone Galois connection between , the set of integers and , the set of real numbers, each with its usual ordering, is given by the usual embedding function of the integers into the reals and the floor function truncating a real number to the greatest integer less than or equal to it. The embedding of integers is customarily done implicitly ...