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Require Import Coq.Strings.String. | |
Require Import Coq.Lists.List. | |
(** * A taste of Curry-Howard | |
In particular, how do we show a λ-calculus term is valid proof for a logical proposition? | |
** An overview | |
To be more specific: I assume you've worked before with deduction systems that are given in the assumptions-over-conclusion notation. (If you've seen them stacked on top of each other in proof trees, so much the better.) In particular, if you understand a definition in that form of a relation like the has-type or evaluates-to relation, you should be set. |
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<!-- We Timothy Robards' webcam filter codepen as a starting | |
point for this webcam B or W conversion test. | |
https://codepen.io/trobes/pen/bxropm | |
--> | |
<!-- | |
PURPOSE: this is a Canvas-based prototype of a RGB-to-grayscale-to-dithered BandW | |
conversion scheme that | |
– can be done, per pixel, immediately after generating a source pixel colour; | |
– uses storage at most equal to one graphics buffer, plus a comparatively small |
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# COMMENTARY ON RETRO68 APPLICATION BUILD PROCESS | |
# =============================================== | |
# | |
# About | |
# ===== | |
# Retro68, the cross-compiler toolchain for the classic 68k Macintosh (e.g. System 7), uses | |
# cmake makefiles. I prefer to use standard makefiles. To reverse-engineer how Retro68 | |
# builds a sample application with a custom resource file, I built the sample application | |
# Samples/Dialog. | |
# |
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