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ZIP 317: add `min` and `floor` to Notation section.
Signed-off-by: Daira Hopwood <daira@jacaranda.org>
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@ -46,15 +46,25 @@ Pull-Request: <<a href="https://github.com/zcash/zips/pull/631">https://githu
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<section id="specification"><h2><span class="section-heading">Specification</span><span class="section-anchor"> <a rel="bookmark" href="#specification"><img width="24" height="24" class="section-anchor" src="assets/images/section-anchor.png" alt=""></a></span></h2>
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<section id="notation"><h3><span class="section-heading">Notation</span><span class="section-anchor"> <a rel="bookmark" href="#notation"><img width="24" height="24" class="section-anchor" src="assets/images/section-anchor.png" alt=""></a></span></h3>
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<p>Let
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<span class="math">\(\mathsf{min}(a, b)\)</span>
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be the lesser of
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<span class="math">\(a\)</span>
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and
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<span class="math">\(b\!\)</span>
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. <br/> Let
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<span class="math">\(\mathsf{max}(a, b)\)</span>
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be the greater of
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<span class="math">\(a\)</span>
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and
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<span class="math">\(b\)</span>
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. Let
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<span class="math">\(b\!\)</span>
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. <br/> Let
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<span class="math">\(\mathsf{floor}(x)\)</span>
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be the largest integer
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<span class="math">\(\leq x\!\)</span>
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. <br/> Let
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<span class="math">\(\mathsf{ceiling}(x)\)</span>
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be the smallest integer
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<span class="math">\(\geq x\)</span>
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<span class="math">\(\geq x\!\)</span>
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.</p>
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</section>
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<section id="fee-calculation"><h3><span class="section-heading">Fee calculation</span><span class="section-anchor"> <a rel="bookmark" href="#fee-calculation"><img width="24" height="24" class="section-anchor" src="assets/images/section-anchor.png" alt=""></a></span></h3>
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10
zip-0317.rst
10
zip-0317.rst
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@ -82,8 +82,14 @@ Specification
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Notation
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--------
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Let :math:`\mathsf{max}(a, b)` be the greater of :math:`a` and :math:`b`.
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Let :math:`\mathsf{ceiling}(x)` be the smallest integer :math:`\geq x`.
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.. |br| raw:: html
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<br/>
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Let :math:`\mathsf{min}(a, b)` be the lesser of :math:`a` and :math:`b\!`. |br|
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Let :math:`\mathsf{max}(a, b)` be the greater of :math:`a` and :math:`b\!`. |br|
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Let :math:`\mathsf{floor}(x)` be the largest integer :math:`\leq x\!`. |br|
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Let :math:`\mathsf{ceiling}(x)` be the smallest integer :math:`\geq x\!`.
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Fee calculation
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---------------
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