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Markup: give math conversion methods AOIDs #2810

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Jul 7, 2022
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Markup: give math conversion methods AOIDs #2810

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1b42316
Meta: bump ecmarkup to 13.0.0 (#2810)
bakkot Jul 7, 2022
358fcc9
Markup: give math conversion methods AOIDs (#2810)
bakkot Jul 7, 2022
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34 changes: 17 additions & 17 deletions package-lock.json
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2 changes: 1 addition & 1 deletion package.json
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Expand Up @@ -27,7 +27,7 @@
"license": "SEE LICENSE IN https://tc39.es/ecma262/#sec-copyright-and-software-license",
"homepage": "https://tc39.es/ecma262/",
"dependencies": {
"ecmarkup": "^12.1.1"
"ecmarkup": "^13.0.0"
},
"devDependencies": {
"glob": "^7.1.6",
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2 changes: 1 addition & 1 deletion scripts/publish-biblio.sh
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Expand Up @@ -10,7 +10,7 @@ cp LICENSE.md biblio/
cd biblio

COMMIT_COUNT=$(git rev-list --count HEAD)
npm version --no-git-tag-version "2.0.${COMMIT_COUNT}"
npm version --no-git-tag-version "2.1.${COMMIT_COUNT}"

SHORT_COMMIT=$(git rev-parse --short HEAD)
LONG_COMMIT=$(git rev-parse --verify HEAD)
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2 changes: 1 addition & 1 deletion spec.html
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Expand Up @@ -1015,7 +1015,7 @@ <h1>Mathematical Operations</h1>
<p>Numeric operators applied to mixed-type operands (such as a Number and a mathematical value) are not defined and should be considered an editorial error in this specification.</p>
<p>This specification denotes most numeric values in base 10; it also uses numeric values of the form 0x followed by digits 0-9 or A-F as base-16 values.</p>
<p>When the term <dfn id="integer" oldids="mathematical integer" variants="integers">integer</dfn> is used in this specification, it refers to a mathematical value which is in the set of integers, unless otherwise stated. When the term <dfn id="integral-number" variants="integral Numbers">integral Number</dfn> is used in this specification, it refers to a Number value whose mathematical value is in the set of integers.</p>
<p>Conversions between mathematical values and Numbers or BigInts are always explicit in this document. A conversion from a mathematical value or extended mathematical value _x_ to a Number is denoted as "the Number value for _x_" or <dfn id="𝔽">𝔽</dfn>(_x_), and is defined in <emu-xref href="#sec-ecmascript-language-types-number-type"></emu-xref>. A conversion from an integer _x_ to a BigInt is denoted as "the BigInt value for _x_" or <dfn id="ℤ">ℤ</dfn>(_x_). A conversion from a Number or BigInt _x_ to a mathematical value is denoted as "the <dfn id="mathematical-value">mathematical value</dfn> of _x_", or <dfn id="ℝ">ℝ</dfn>(_x_). The mathematical value of *+0*<sub>𝔽</sub> and *-0*<sub>𝔽</sub> is the mathematical value 0. The mathematical value of non-finite values is not defined. The <dfn id="extended-mathematical-value">extended mathematical value</dfn> of _x_ is the mathematical value of _x_ for finite values, and is +&infin; and -&infin; for *+&infin;*<sub>𝔽</sub> and *-&infin;*<sub>𝔽</sub> respectively; it is not defined for *NaN*.</p>
<p>Conversions between mathematical values and Numbers or BigInts are always explicit in this document. A conversion from a mathematical value or extended mathematical value _x_ to a Number is denoted as "the Number value for _x_" or <emu-eqn id="𝔽" aoid="𝔽">𝔽(_x_)</emu-eqn>, and is defined in <emu-xref href="#sec-ecmascript-language-types-number-type"></emu-xref>. A conversion from an integer _x_ to a BigInt is denoted as "the BigInt value for _x_" or <emu-eqn id="ℤ" aoid="ℤ">ℤ(_x_)</emu-eqn>. A conversion from a Number or BigInt _x_ to a mathematical value is denoted as "the <dfn id="mathematical-value">mathematical value</dfn> of _x_", or <emu-eqn id="ℝ" aoid="ℝ">ℝ(_x_)</emu-eqn>. The mathematical value of *+0*<sub>𝔽</sub> and *-0*<sub>𝔽</sub> is the mathematical value 0. The mathematical value of non-finite values is not defined. The <dfn id="extended-mathematical-value">extended mathematical value</dfn> of _x_ is the mathematical value of _x_ for finite values, and is +&infin; and -&infin; for *+&infin;*<sub>𝔽</sub> and *-&infin;*<sub>𝔽</sub> respectively; it is not defined for *NaN*.</p>
<p>The mathematical function <emu-eqn id="eqn-abs" aoid="abs">abs(_x_)</emu-eqn> produces the absolute value of _x_, which is <emu-eqn>-_x_</emu-eqn> if _x_ &lt; 0 and otherwise is _x_ itself.</p>
<p>The mathematical function <emu-eqn id="eqn-min" aoid="min">min(_x1_, _x2_, &hellip; , _xN_)</emu-eqn> produces the mathematically smallest of <emu-eqn>_x1_</emu-eqn> through <emu-eqn>_xN_</emu-eqn>. The mathematical function <emu-eqn id="eqn-max" aoid="max">max(_x1_, _x2_, ..., _xN_)</emu-eqn> produces the mathematically largest of <emu-eqn>_x1_</emu-eqn> through <emu-eqn>_xN_</emu-eqn>. The domain and range of these mathematical functions are the extended mathematical values.</p>
<p>The notation &ldquo;<emu-eqn id="eqn-modulo" aoid="modulo">_x_ modulo _y_</emu-eqn>&rdquo; (_y_ must be finite and non-zero) computes a value _k_ of the same sign as _y_ (or zero) such that <emu-eqn>abs(_k_) &lt; abs(_y_) and _x_ - _k_ = _q_ &times; _y_</emu-eqn> for some integer _q_.</p>
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