annotate util/mathcompat.lua @ 13461:c673ff1075bd

mod_posix: Move everything to util.startup This allows greater control over the order of events. Notably, the internal ordering between daemonization, initialization of libunbound and setup of signal handling is sensitive. libunbound starts a separate thread for processing DNS requests. If this thread is started before signal handling has been set up, it will not inherit the signal handlers and instead behave as it would have before signal handlers were set up, i.e. cause the whole process to immediately exit. libunbound is usually initialized on the first DNS request, usually triggered by an outgoing s2s connection attempt. If daemonization happens before signals have been set up, signals may not be processed at all.
author Kim Alvefur <zash@zash.se>
date Sat, 23 Mar 2024 20:48:19 +0100
parents 8815d3090928
children
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8815d3090928 util.mathcompat: Module to ease reuse of math.type()
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1 if not math.type then
8815d3090928 util.mathcompat: Module to ease reuse of math.type()
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2
8815d3090928 util.mathcompat: Module to ease reuse of math.type()
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3 local function math_type(t)
8815d3090928 util.mathcompat: Module to ease reuse of math.type()
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4 if type(t) == "number" then
8815d3090928 util.mathcompat: Module to ease reuse of math.type()
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5 if t % 1 == 0 and t ~= t + 1 and t ~= t - 1 then
8815d3090928 util.mathcompat: Module to ease reuse of math.type()
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6 return "integer"
8815d3090928 util.mathcompat: Module to ease reuse of math.type()
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7 else
8815d3090928 util.mathcompat: Module to ease reuse of math.type()
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8 return "float"
8815d3090928 util.mathcompat: Module to ease reuse of math.type()
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9 end
8815d3090928 util.mathcompat: Module to ease reuse of math.type()
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10 end
8815d3090928 util.mathcompat: Module to ease reuse of math.type()
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11 end
8815d3090928 util.mathcompat: Module to ease reuse of math.type()
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12 _G.math.type = math_type
8815d3090928 util.mathcompat: Module to ease reuse of math.type()
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13 end