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Add recent diaries
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utensil committed Sep 26, 2024
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\subtree[2024-09]{
\title{September, 2024}

\mdblock{09-26}{

- add [[uts-001N]]
- read [Compiling C to WebAssembly without Emscripten](https://surma.dev/things/c-to-webassembly/) and [WebAssembly without Emscripten](https://schellcode.github.io/webassembly-without-emscripten), a bit dead-end for me
- I still need to learn more about wasmer and cranelift
- add [[uts-001P]]
- learn about [monorepo tools](https://monorepo.tools/): nx seems to have most [feature-complete](https://monorepo.tools/#tools-review) support for [most stacks](https://nx.dev/getting-started/intro#pick-your-stack), moon is the next best choice for [Bun.js](https://moonrepo.dev/docs/guides/javascript/bun-handbook)+[Rust](https://moonrepo.dev/docs/guides/rust/handbook) projects that I have in mind. Other resources:
- [Building a Monorepo with Rust](https://earthly.dev/blog/rust-monorepo/)
- I need to learn more about [Salva](https://salva.rs/): fluids simulation in Rust that works with [Rapier](https://github.com/dimforge/rapier.js/), but it doesn't seem to have a JS binding yet, rapier even has an [r3f](https://github.com/dimforge/rapier.js/) package, and plugins for bevy. See [FLUID SIMULATION - SIGGRAPH 2007 Course Notes](https://www.cs.ubc.ca/~rbridson/fluidsimulation/fluids_notes.pdf) to learn more about fluid simulation.
- learn about [WLJS](https://jerryi.github.io/wljs-docs/) for Wolfram Mathematica, recalled [my early Mathematica notebooks](https://github.com/utensil/mathematica-notebooks), and wish to do SSR for them
}

\mdblock{09-25}{
- use `biome` for linting web source files
- add [[uts-001K]]
}

\mdblock{09-24}{
- add live reload
- improve various loading and WebGL animation experience
- found [David Tong: Lectures on Gauge Theory](https://www.damtp.cam.ac.uk/user/tong/gaugetheory.html)
}

\mdblock{09-23}{
- more progress on [[ag-000G]], particularly on [[ag-001J]]
- found [shaderfrog](https://shaderfrog.com/)
}

\mdblock{09-22}{
- skimmed \citek{carosso2018geometric}: "Geometric quantization is an attempt at using the differential-geometric ingredients of classical phase spaces regarded as symplectic manifolds in order to define a corresponding quantum theory."
- skimmed \citek{pinkall2024differential}: "Unlike the common approach in existing textbooks on this topic, there is a strong focus on variational problems, ranging from elastic curves to surface that minimize area or Willmore functional."
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\tag{exp}

\note{test Rhai scripting}{
\p{For now, open the console to see the output.
}
\loadjs{rhai.js}
}

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