package lsp
LSP protocol implementation in OCaml
Install
Dune Dependency
Authors
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AAndrey Popp <8mayday@gmail.com>
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RRusty Key <iam@stfoo.ru>
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LLouis Roché <louis@louisroche.net>
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OOleksiy Golovko <alexei.golovko@gmail.com>
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RRudi Grinberg <me@rgrinberg.com>
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SSacha Ayoun <sachaayoun@gmail.com>
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Ccannorin <cannorin@gmail.com>
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UUlugbek Abdullaev <ulugbekna@gmail.com>
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Thibaut Mattio
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MMax Lantas <mnxndev@outlook.com>
Maintainers
Sources
jsonrpc-1.8.2.tbz
sha256=420dfd5897d2a1da92e5d6a6c562d0f733871f711666c1741c00f57ef77dbd82
sha512=b9bdcffedf14c11daa2854b11fe28a14c9ed4bc9bdaf869be78fdb94f5954e038ef477ad91fab0a1e221916f232fa437b36cf6358e4adc62ac452b33ab6adc66
doc/src/lsp.stdune/ordering.ml.html
Source file ordering.ml
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49
# 1 "submodules/dune/otherlibs/stdune-unstable/ordering.ml" type t = | Lt | Eq | Gt let of_int n = if n < 0 then Lt else if n = 0 then Eq else Gt let to_int = function | Lt -> -1 | Eq -> 0 | Gt -> 1 let to_string = function | Lt -> "<" | Eq -> "=" | Gt -> ">" let neq = function | Eq -> false | Lt | Gt -> true let is_eq = function | Eq -> true | Lt | Gt -> false let min f x y = match f x y with | Eq | Lt -> x | Gt -> y let max f x y = match f x y with | Eq | Gt -> x | Lt -> y
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