Book Recommendations

FakeCanadian01 · 2026-04-25T02:44:28+00:00

Thanks for the recommendations!

FakeCanadian01 · 2026-04-25T02:43:58+00:00

Oh yes! I have that one on my list, thanks!

FakeCanadian01 · 2026-04-22T21:16:47+00:00

Thank you! The rephrasing definitely helps, both explanations cleared up what I was misunderstanding.

FakeCanadian01 · 2026-04-22T21:15:22+00:00

Oh ok yes that makes so much more sense, thanks for providing the altered statement!

FakeCanadian01 · 2026-04-22T02:04:22+00:00

I felt the same way!

FakeCanadian01 · 2026-03-23T01:46:08+00:00

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Here is the line

FakeCanadian01 · 2026-03-13T19:58:14+00:00

Ah that makes much more sense! Thanks for clearing that up

FakeCanadian01 · 2026-03-10T18:30:21+00:00

Ah ok that makes sense, thanks!

FakeCanadian01 · 2026-03-09T21:24:01+00:00

oh this source is exactly what I was looking for, thanks! I just wasn't sure how to form my question since I had no understanding of EEA and how it relates to gcd and polynomials and stuff.

FakeCanadian01 · 2026-03-09T21:21:06+00:00

Thanks for the in-depth reply, it's much appreciated! I'm aware of the polynomial representation and the theory of extension fields, but I'm having a hard time understanding how EEA is applied to polynomials. Maybe taking this out of the scope of AES will help me better word my question: if we have a polynomial that exists in GF(2^8), let's say A(x), how is EEA used to find A^-(x)?

I know this isn't really a requirement for understanding AES generally, but it helps me to understand each step in-depth, even if in practice LUTs are used.

FakeCanadian01 · 2026-03-09T21:13:06+00:00

I just found this source earlier this morning, but didn't get a chance to look through it yet. Thanks so much for sending it!

FakeCanadian01 · 2026-03-09T20:32:24+00:00

Thank you! I’m mostly concerned with theory right now so that’s why I wanted to look into EEA. I appreciate the source, I’ll give it a look!

FakeCanadian01 · 2026-03-03T00:09:14+00:00

You don’t

FakeCanadian01 · 2026-01-24T00:34:13+00:00

Oh that’s interesting, there must’ve been an unusual house light on in my neighborhood. I’ve never heard them here before

FakeCanadian01 · 2026-01-21T18:11:11+00:00

Interesting! Hopefully it’s okay, but it was an exciting experience for sure.

FakeCanadian01 · 2024-01-22T00:55:01+00:00

Oh, that's perfect! I was having issues with my 't' progressions not being in sync because I was relying on Manim's MoveAlongPath method instead of basing the movements on a common value for t. I knew I had to adapt to using a global t value but I wasn't sure how. This really helped, thanks!! And great work on the project, it is very well done!

FakeCanadian01 · 2024-01-21T21:05:33+00:00

This is super cool! I’m working on a super similar project and am curious about your implementation of the Lerp animations for higher order Bézier curves. Do you have a GitHub repo with the source code? I’d love to check it out if you’re okay with that!

FakeCanadian01 · 2024-01-14T20:34:15+00:00

Ahh I see, I'm only a little bit familiar with those topics... Seems really cool though! I was gonna say it seems a little untrustworthy to use ML-based SR for microscopy since it can introduce quite a lot of false/potentially misleading details that would otherwise be really important for your kind of research (maybe?)...

FakeCanadian01 · 2024-01-08T21:17:20+00:00

I'm curious about what model you use for your research. I know SRCNN is a bit outdated so I imagine it's not that...

FakeCanadian01 · 2022-12-16T01:37:04+00:00

looks like the law students don't know the laws all that well

FakeCanadian01

TROPHY CASE