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rtx090200212p.pdf
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Some mathematicians are birds, others are frogs. Birds fly high in the air and survey broad vistas of mathematics out to the far horizon. They delight in con- cepts that unify our thinking and bring together diverse problems from different parts of the landscape. Frogs live in the mud below and see only the flowers that grow nearby. They delight in the details of particular objects, and they solve problems one at a time. I happen to be a frog, but many of my best friends are birds.
1 year ago
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Cognitive computation using neural representations of time and space in the Laplace domain
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#neuroscience
1 year ago
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Separate then Integrate (Song) [Separable Differential Equations] - YouTube
#math
2 years ago
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Sounds of the Mandelbrot Set - YouTube
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Making music and sound effects directly from common fractals was an idea I though of one night, so I just had to try it out to see what it would be like. The results were really interesting and actually helped me understand even more about fractals and chaos.
2 years ago
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Third derivative of position
#math
#physics
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Since force (F = ma) is the rate of increase of momentum (p, symbol clashes with pop), perhaps we might want to name higher derivatives of force. So far, yank (symbol Y) has been suggested for rate of increase of force, tug (symbol T) for rate of increase of yank, snatch (symbol S) for rate of increase of tug, and shake (symbol Sh) for rate of increase of snatch. Needless to say, none of these are in any kind of standards, yet. We just made them up on usenet.
2 years ago
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Introduction to Logarithms (1 of 2: Definition) - YouTube
#math
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Brilliant way of introducing logarithms.
2 years ago
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Scale Theory, Serial Theory and Voice Leading
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#music
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Riemann something counterpoint whatever idk
3 years ago
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1.5 Linear vs NonLinear ODE - YouTube
#math
#differentialequations
3 years ago
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Linear versus Nonlinear Differential Equations - YouTube
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#differentialequations
3 years ago
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Playing with definitions - Part 1 - by Madhav Kaushish - Thinking like a mathematician
#math
3 years ago
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Alice's adventures in algebra: Wonderland solved | New Scientist
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3 years ago
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Microsoft Word - Crowe_History-of-Vectors.doc - Crowe-HistoryOfVectorAnalysis.pdf
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History of vectors and modern linear algebra vs. quaternions
3 years ago
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Learn Calculator Suite – GeoGebra
#math
#animation
3 years ago
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Visualizing quaternions (4d numbers) with stereographic projection - YouTube
#math
3 years ago
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Part I: Complex Variables, Lec 1: The Complex Numbers - YouTube
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3 years ago
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Cross Products of Vectors in Higher Dimensional Euclidean Spaces - 2323537.pdf
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Cross Products of Vectors in Higher Dimensional Euclidean Spaces
3 years ago
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Find domain and range of sine inverse (5x+1) - YouTube
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3 years ago
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7 Easy GIFs That Will Teach You All You Need To Know About Trigonometry In 5 Minutes
#math
3 years ago
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Linear Algebra (Full Course) - YouTube
#math
3 years ago
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~ ( ~ Involution ) - YouTube
#math
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Annoying music but explained a bit more about involutive functions and why a negative*negative=positive.
3 years ago
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R^n and C^n - YouTube
#math
3 years ago
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Statistics - Introduction - YouTube
#math
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OCT's stats course
4 years ago
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Everybody’s gangsta until you invert : mathmemes
#math
#humour
4 years ago
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hybrid_theory.arc : mathmemes
#math
#humour
4 years ago
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Edward Frenkel on Numberphile - YouTube
#math
4 years ago
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Love and Math: The Heart of Hidden Reality: Frenkel, Edward: 9780465050741: Amazon.com: Books
#math
4 years ago
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Grant Sanderson: Math, Manim, Neural Networks & Teaching with 3Blue1Brown | Lex Fridman Podcast #118 - YouTube
#math
4 years ago
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MegaFavNumbers - The Even Amicable Numbers Conjecture - YouTube
#math
#toread
4 years ago
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The most beautiful idea in physics - Noether's Theorem - YouTube
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4 years ago
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Grete Hermann - Wikipedia
#math
4 years ago
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