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VE7NDE
3Blue1Brown
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Comments by "VE7NDE" (@denelson83) on "3Blue1Brown" channel.
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10:08 - Nice square root sign you just made there.
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I'd say he Grant-ed you the insight you needed.
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That "o-plus" operation you're referring to is what I like to call "intermediate reciprocal summation". However, the mathematical community as a whole prefers to call it "product over sum". See if you can figure out why.
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#1: Take note. #2: We need sum time. #3: Lands End to John O'Groats. #4: How meta. #5: Hello Internet! #6: You're in treble. #7: I saw that jig, Mr. Hilbert. #8: You ought to be proud, Kelsey. You should make this into a series of videos, Grant. It's pretty fun trying to guess what these drawings are just from seeing their Fourier constructions up close.
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You mean he connected the dot products, right?
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It was saved to "m" "p" 3.
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I just noticed that your cast of "pi creatures" has three blue ones and a brown one, as in 3Blue1Brown. #MindBlown 6:30 - Yay! You're using tau!
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4:10 - I smell dot products…
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You really should start working on the future video in this series about the Jacobian, which would also double as a future video in your linear algebra series.
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@zixuan1630 Played by Kelsey Grammer.
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These animations remind me of that old Scanimate system.
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Looks like you're expressing arithmetic using Möbius transformations.
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@vari1535 Besides, "complex plain" is an _oxy_moron.
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How about the versine?
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@RonWolfHowl +Brendan Ward You two just sucked a soft drink out through my nose!
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I would have called a ternary digit a "tert".
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1023.
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The way you're presenting this is eerily reminiscent of the concept of group theory. It would seem that the space of matrices is a mathematical group.
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Correct. Absolute value is distance from zero, also known as "magnitude".
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What is this, searching over a roulette table?
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You misspelled "continuous" and "practical". And I think these surfaces you are drawing on these loops should be called "Gehry surfaces". As well, might this "inscribed" square problem require some linear algebra in its proof, specifically a zero dot product?
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@whydontiknowthat …interest in the field.
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You know what else has a periodic pattern of 1, 0, -1, 0? A sine wave! BTW, it's pronounced /ˈɡau.ʒ(ə)n/.
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You do know that this game is an old concept, used in the game show "Lingo".
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listenerofrealrap He read your mind, didn't he?
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@tetraedri_1834 Then try "characteristic value" instead.
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If the bigger block was only 1000 kg, wouldn't that be enough to shatter the smaller block into thousands of pieces?
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Ah yes, the old "shit brix" moment.
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"Someone"…
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The brown pi creature should be nicknamed "QTπ". 6:56 - Whoa, whoa, whoa, why a negative sign in front of the "step" variable?
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You might also want to use white for infinity, whether that infinity is positive, negative, or complex.
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I pronounce the word "Gaussian" as /ˈɡaʊ.ʒ(ə)n/.
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I think I found another flaw in your equation solver. If a winding number for a particular region is undefined, treat it as though it had a non-zero winding number, or you will miss some of the roots you are looking for, as was the case with z⁵ - z - 1 = 0.
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6:43 - Nice kitty. 😻
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Freak. Win. Sea.
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Dynamical maps like this also have something called "Misiurewicz points", which are values where the initial seed of the sequence is pre-periodic, that is, the sequence of points you get snaps into a cycle of fixed length, but the initial seed value is not part of that cycle.
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7:11 - i.e., How many total collisions you need for a touchdown.
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So, a transformation that isn't linear could introduce a glitch in the matrix?
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13:57 - No pun intended, I bet.
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3:14 - How devilish.
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Hey, at least this video has a lot of mugshots in it.
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Hmmm... Looks like "ish" means what you think something is, while "ism" means what you want it to be.
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Hey Grant, you should one day reuse the music from your "Triangle of Power" video in another one of your future videos. That music is pretty catchy.
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You know, I think the 3-4-5 triangle inspired the most widely used aspect ratio of a motion picture back in the day. Also, remember that the geometric notion of complex multiplication can be expressed symbolically using the polar form of a complex number, re^θi. Here's how: r₁e^iθ₁ × r₂e^iθ₂ = r₁r₂ × e^iθ₁ × e^iθ₂ = r₁r₂ × e^(iθ₁ + iθ₂) *by the laws of exponents = r₁r₂ × e^i(θ₁ + θ₂).
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Ever thought about getting someone to make a VR 3D version of this video, Grant?
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Not 42!? BTW, that monster's dimension is 47 × 59 × 71.
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Now answer this. Are there infinitely many Pythagorean triples with coprime values a, b and c?
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Also known as a "primitive" Pythagorean triple.
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Hey, why not do a video that continues both your "Essence of Calculus" and your "Essence of Linear Algebra" series? The topic would be "The Jacobian".
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Yay! τ!
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