Absolutely!! The problem is that no one can teach you that. You have to do the visualization yourself!!
Once you see a math concept geometrically, it becomes much easier to think about, and it’s hard to go back to any other way of seeing it.
This one for a concise and sharp introduction to Riemann Geometry.
All manifolds are shapes, but not every shape is a manifold. quantamagazine.org/what-is-a-mani…
The most comprehensive course that one could take for Computational Biology.
MIT Course announcement: Machine Learning for Computational Biology #MLCB25 Fall'24 Lecture Videos: tinyurl.com/MLCBlectures Fall'24 Lecture Notes: tinyurl.com/MLCB24notes (a) Genomes: Statistical genomics, gene regulation, genome language models, chromatin structure, 3D genome…
This!! General Intelligence is a hoax!!
Conjecture Institute @dela3499 on superintelligent AGI: 1. Can it compute things we can't? 2. Can it make transformations we can't? 3. Can it generate ideas in ways we can't? 4. Can it compare ideas in ways we can't? 5. Can it direct its attention in ways we can't?
Crash course for differential equations
Oxford's "Differential Equations 1" by Melanie Rupflin Lecture Notes: courses.maths.ox.ac.uk/mod/resource/v… Sheets: courses.maths.ox.ac.uk/course/view.ph…
The big three PDEs are Laplace's equation, heat equation, and wave equation. Canonical examples of elliptic, parabolic, and hyperbolic.
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