Comments by "" (@tensevo) on "Mathologer" channel.

  1. This is extremely fascinating, and puts me deeper down the Riemann hypothesis rabbit hole. Has anyone considered how Ramanujan-sum could be used to explain black hole singularities? If I understand correctly, there is a way in complex number theory that infinity could sum to a constant number. Would this allow physics to work, that would otherwise be broken by singularities?
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  2. 5:30 This is simply stunning, great animation.
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  3. Agreed this is a good presentation. It's not taught in (most) school because it is advanced mathematics. Most ppl struggle with much more basic algebra/arithmetic, which keeps everyone at a low level.
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  4. What you are highlighting here is incredibly important in terms of understanding the modern world. A problem when calculated to 8 decimal places appears to be correct. The same problem computed to 32 or 64 or more decimal places, is no longer correct. Many ppl would benefit from taking caution before proclaiming something to be true or not. This is why I love the visual proofs you do, they are more unambiguous since once understood, anyone can prove for themselves, no need to rely on expert validation and verification.
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  5. Try slowing down the video using playback settings. Think of algebra as simply re-mapping/re-labelling. Also, this is highly advanced mathematics, try going to a lower lever to get full understanding then come back to this.
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  6. It just adds to the beauty of regular equal tri and hexagons for me.
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  7. I like the animations of formulas and graphs, but I much prefer the other visual methods you sometimes use. Is there a way to visualize what you are doing with the formulas (other than to manipulate algebra and draw graph), somehow using 2D or 3D geometry? [I am thinking along lines of the visual proofs for irrational numbers]
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  8.  @TheAlison1456  You just need to find a standard, mainstream course that will take you from primary/kindergarten through to advanced undergraduate university. It's not really stuff you can just skip over, and simply arrive here and expect to understand what is going on, I get that.
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  9.  @TheAlison1456  mental math helps but it's 100% possible to be good at pure mathematics without being good at mental math, Certain tasks require mental math. The only thing you need to get good at mental math is practice.
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  10. Simply brilliant. I have no idea why this is not taught in schools, as it really demonstrates well how there can be multiple solutions for 0, and clever strategy for how to evaluate it, if first attempt is wrong. This kind of mathematics is actually useful problem solving skills. p.s. I have never seen this done before.
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  11. Am I to understand your T-shirt as "Pi Man" ?
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  12. #9 is used in zero-knowledge proofs
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