The Synthetic Mind
Region: CA
Monday 19 October 2026 16:22:10 GMT
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Lukas :
everything leads to linear algebra
2026-10-20 05:43:35
163
usersxnnvrjv27 :
I've never seen a movie recommendation algorithm that would recommend me a movie accurately
2026-10-20 00:50:44
122
User5000 :
just let AI do it in a black box. no need to understand anything
2026-10-19 17:59:26
35
westdevx86 :
Holy crap this just helped me understand SO many linear algebra concepts that didn't make sense to me. Like I never really understood the SVD and eigen values/vectors that well until watching this video
2026-10-20 16:59:37
0
𝔈𝔦𝔡𝔯𝔢𝔳𝔢𝔫 :
My brain just melted but ts sounds cool asf
2026-10-19 19:33:33
37
almost engineering :
it would be very funny if you purposefully chose those numbers in the beginning, knowint they would have a maximum Eigenvalue of 6,7
2026-10-20 15:28:22
3
nullwristmotion :
I don’t have anything to add but Grace Hopper is goated
2026-10-20 06:20:46
2
Frank Welter :
Very impressive explanation, in fact the first I understood.
2026-10-20 01:54:44
5
Hank Cazorp :
And this is why Netflix offers you a million things that are not quite what you want to watch right now
2026-10-20 01:17:05
9
user4324937631476 :
i’ve watched everything
2026-10-19 22:55:37
4
Grilled Cheese :
Symmetric matrices our beloved. Feels like yesterday that we proved in first year of undergrad that the eigenvalues of Hermitian matrices are real and the eigenvectors with different eigenvalues are orthogonal, thus if M is nxn and has n distinct eigenvalues then there exists an orthonormal basis of eigenvectors. The Spectral Theorem is my favourite in the whole of mathematics.
2026-10-19 20:31:18
16
Mile Kragulj :
Grace Hopper. Creator of tha first program language. Admiral.
2026-10-20 04:35:04
1
_Salvatore_ :
bruhhh we need u on YouTube
2026-10-20 14:07:50
0
d :
ah yes, fiml
2026-10-20 02:39:47
0
Tommy :
Is the eigenvalue decomposition mentioned just the diagonalization of A?
2026-10-20 00:47:11
1
Hironohero :
Coco mentioned 🙌
2026-10-19 22:48:02
0
almost engineering :
wait, is that the k-value for LLMs? the approximation? top-k
2026-10-20 15:34:29
3
Cathal McStay :
Everywhere I go, I see a Grace Hopper
2026-10-19 22:57:28
0
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