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| author | Brandon C. Irizarry <brandon.irizarry@gmail.com> | 2026-02-27 10:39:14 -0500 |
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| committer | Brandon C. Irizarry <brandon.irizarry@gmail.com> | 2026-02-27 10:39:14 -0500 |
| commit | 3f811670189375319990a8684eb0b057868a875b (patch) | |
| tree | d22e9e5c6bda4674b45bc35745096a18f55e3a1b /drafts/posts/understanding-pratt-parsing.md | |
| parent | 9f2bbb03dd1aef7d6b9895a2efe3185d8df740db (diff) | |
Remove TOC from blog posts
Diffstat (limited to 'drafts/posts/understanding-pratt-parsing.md')
| -rw-r--r-- | drafts/posts/understanding-pratt-parsing.md | 15 |
1 files changed, 0 insertions, 15 deletions
diff --git a/drafts/posts/understanding-pratt-parsing.md b/drafts/posts/understanding-pratt-parsing.md index 4c058fe..d88ba88 100644 --- a/drafts/posts/understanding-pratt-parsing.md +++ b/drafts/posts/understanding-pratt-parsing.md @@ -12,15 +12,6 @@ programming language I was designing at the time. +++ -# Table of Contents - -+ [Introduction](#introduction) -+ ["It's like a burrito"](#its-like-a-burrito) -+ [Down To Brass Tacks](#down-to-brass-tacks) -+ [Wanting More](#wanting-more) - -<a id="introduction"></a> - # Introduction I've forgotten how I came across Pratt parsing specifically. I had @@ -47,8 +38,6 @@ are always used for application terms there.) This time though, I wanted to try something different. And so, rummaging through the internets, I stumbled across Pratt parsing. -<a id="its-like-a-burrito"></a> - # "It's like a burrito" Understanding Pratt parsing ended up being much harder than I @@ -115,8 +104,6 @@ the current `level`, the while loop exits and `acc` is returned. The algorithm is initialized by calling `parse(0)`. -<a id="down-to-brass-tacks"></a> - # Down To Brass Tacks My approach was to take Eli Bendersky's full source code at the bottom @@ -138,8 +125,6 @@ say you have precedence levels `MULTIPLICATION = 2` and associativity for exponentiation. I found this to be one of the more remarkable aspects of the algorithm. -<a id="wanting-more"></a> - # Wanting More To be fair, my calculator app technically doesn't parse arithmetic |