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@uenoku
uenoku / fpu.sv
Created December 10, 2021 16:47
// Standard header to adapt well known macros to our needs.
`ifdef RANDOMIZE_REG_INIT
`define RANDOMIZE
`endif
// RANDOM may be set to an expression that produces a 32-bit random unsigned value.
`ifndef RANDOM
`define RANDOM {$random}
`endif
@pdarragh
pdarragh / papers.md
Last active April 17, 2024 19:29
Approachable PL Papers for Undergrads

Approachable PL Papers for Undergrads

On September 28, 2021, I asked on Twitter:

PL Twitter:

you get to recommend one published PL paper for an undergrad to read with oversight by someone experienced. the paper should be interesting, approachable, and (mostly) self-contained.

what paper do you recommend?

@ScottTodd
ScottTodd / mlir_emscripten.md
Last active October 21, 2023 04:52
Building MLIR through Emscripten
@MattPD
MattPD / analysis.draft.md
Last active May 4, 2024 14:56
Program Analysis Resources (WIP draft)
@rxwei
rxwei / ad-manifesto.md
Last active November 9, 2023 09:58
First-Class Automatic Differentiation in Swift: A Manifesto
@nicholasknight
nicholasknight / adv2notes.md
Last active January 2, 2024 02:39
Kinesis Advantage 2 notes

(NOTE: Current and future versions of this and any other Advantage 2-related things I post will be at https://github.com/nicholasknight/adv2keyboard)

I received my Advantage 2 today. There's no full manual yet, even though keyboards are apparently arriving (hint, hint, Kinesis). The quick start guide leaves out the "power user mode", and there are some other quirks.

Update: A manual has been posted at http://www.kinesis-ergo.com/advantage2-resources/

It includes a dictionary for the key maps, but I know it leaves at least one possible key undocumented: it does not list f14, but I have successfully mapped my scrollock to f14 regardless.

It also mentions a firmware version (1.0.18) that doesn't seem to be available yet, with a new feature (status report playback speed).

@kenkoooo
kenkoooo / api_document.md
Last active March 7, 2021 17:33
AtCoder 非公式 API ドキュメント
@qnighy
qnighy / hott-coq-oboegaki.md
Last active April 22, 2023 04:27
HoTT/Coq 覚書

はじめに

HoTT(ホモトピー型理論) はホモトピー論や∞圏論を型システムの上で展開しようという考え方である。この体系は既にCoqで形式化が進んでいる。これはその使い方の覚書である。

HoTTの参考資料

まず、HoTT/Coqではなく、HoTT全般に関係する資料について述べる。

  • HoTTの本家サイト http://homotopytypetheory.org/ に情報がたくさんある。この分野は数学の他分野に比べて、インターネット上に情報がより集約されているという特徴がある。
  • HoTTについて紙面で勉強するならば、上のサイトにあるHoTT Bookを読むのが最も適切である。