The life and works of a west African mathematician in the diaspora: Muhammad al-Kashnāwī in 18th century Egypthttps://t.co/iBKJky8BVA
— isaac Samuel (@rhaplord) August 9, 2024
•••
“Wisdom that will bless I, who live in the spiral joy born at the utter end of a black prayer.” — Keiji Haino
“The subject of human creativity is not an ethnic-centric, but a composite subject.” — Anthony Braxton
“… It is not my mode of thought that has caused my misfortunes, but the mode of thought of others.” — The Marquis de Sade
Friday, August 9, 2024
Muhammad al-Kashnawi
You cannot understand me. We do not share values.
Wednesday, October 4, 2023
'Cause Imperialism!
this is incredible—how did they know to call it the Pythagorean theorem??? pic.twitter.com/ItvOjlu4OQ
— Daniel Litt (@littmath) October 4, 2023
Wednesday, October 2, 2019
Creativity, NOT Knowledge! || Carl Sagan On Eratosthenes
How a man calculated the circumference of the Earth with two stick... pic.twitter.com/hRbGDsVt7T
— Physics & Astronomy Zone (@ZonePhysics) October 2, 2019
Friday, April 6, 2018
Transform and Matrices in Houdini || Ronald Ruiz
Transform and Matrices in Houdini from Ronald Ruiz on Vimeo.
Ronald Ruiz
Me trying to explain things in a foreign language language. So sorry for that :). Here is the file : https://drive.google.com/open?id=1TfMdPGqhjhBojs5SNF46uiTaVkOFbLaL . And the links that I recommended, Matrix stuff: http://geocities.com/evilsnack/matrix.htm Youtube Video: https://www.youtube.com/watch?v=VroUhNT9dXo&t=1186s
Wednesday, November 15, 2017
Hints of Trigonometry on a 3,700-Year-Old Babylonian Tablet
Hints of Trigonometry on a 3,700-Year-Old Babylonian Tablet by Kenneth Chang for the NYTimes (AUG. 29, 2017)
Suppose that a ramp leading to the top of a ziggurat wall is 56 cubits long, and the vertical height of the ziggurat is 45 cubits. What is the distance x from the outside base of the ramp to the point directly below the top? (Ziggurats were terraced pyramids built in the ancient Middle East; a cubit is a length of measure equal to about 18 inches or 44 centimeters.)
Could the Babylonians who lived in what is now Iraq more than 3,700 years ago solve a word problem like this?
Two Australian mathematicians assert that an ancient clay tablet was a tool for working out trigonometry problems, possibly adding to the many techniques that Babylonian mathematicians had mastered.
“It’s a trigonometric table, which is 3,000 years ahead of its time,” said Daniel F. Mansfield of the University of New South Wales. Dr. Mansfield and his colleague Norman J. Wildberger reported their findings last week in the journal Historia Mathematica.
…
The other three columns are much more intriguing. In the 1940s, Otto E. Neugebauer and Abraham J. Sachs, mathematics historians, pointed out that the other three columns were essentially Pythagorean triples — sets of integers, or whole numbers, that satisfy the equation a2 + b2 = c2.
This equation also represents a fundamental property of right triangles — that the square of the longest side, or hypotenuse, is the sum of the squares of the other two shorter sides.
That by itself was remarkable given that the Greek mathematician Pythagoras, for whom the triples were named, would not be born for another thousand years.
Why the Babylonians compiled the triples and wrote them down has remained a matter of debate. One interpretation was that it helped teachers generate and check problems for students.
…
Sunday, October 29, 2017
Maya Applied Math - Placing Pole Vectors || Greg Hendrix
Maya Applied Math - Placing Pole Vectors from Greg Hendrix on Vimeo.
Greg Hendrix:
In this video I show you how to use Python and vector math to place your pole vector controls. We go over how to use vector addition/subtraction and how to use the dot product to project one vector onto another.
Here are the 2 videos I mention in the tutorial:
3D Math for Artists
youtube.com/watch?v=CTg6Q_WrJ-s
Cult of Rig - Season 00 Day 005 Stream - Vectors
youtube.com/watch?v=1qSEKo_nWTQ
Monday, April 17, 2017
Sunday, September 18, 2016
Friday, November 13, 2015
Math In Maya || Jorn-Harald Paulsen
Maya: Creating a Sine-function with nodes from Jorn-Harald Paulsen on Vimeo.
Tutorial on how to create a sine-function with nodes in Maya.
More information: http://www.riganimator.com/sine-with-nodes-in-maya
Examples
Procedural Sine Rig from Jorn-Harald Paulsen on Vimeo.
http://www.riganimator.com/procedural-sine/
Thursday, October 29, 2015
Deconstructing Sound || Mike The Monkey @ HalfRez 2015
Mike The Monkey HalfRez 2015: Deconstructing Sound from Greyscalegorilla on Vimeo.
Mike Senften joined us at HalfRez this year to blow everybody's mind once again. Animators, musicians, engineers, doctors, stock traders and countless other professions rely on waveforms to describe the behavior of data over time. In this presentation Mike shares a visual approach to understanding the construction and deconstruction of waveforms. It's a short and sweet introduction to basic trigonometry as well as Fourier Synthesis and Fourier Analysis (which were first developed over 200 years ago by French mathematician Joseph Fourier. It requires little to no prior experience in mathematics, but a passion for nerdery and a glass of bourbon are always helpful.
http://greyscalegorilla.com/blog/tutorials/mike-the-monkey-halfrez-2015-deconstructing-sound
Wednesday, July 2, 2014
Monday, June 9, 2014
Math, Motion Graphics Tutorial - Modo || Sergio Mucino
Tutorial: Procedural Setups: Particle scaling in Modo from Sergio Mucino on Vimeo.
In this video I replicate in Modo a setup that I had created for 3ds max to scale particles based on an object and the particle's distance to this object.
The original video can be viewed here...
https://vimeo.com/52519793
Monday, April 7, 2014
Pythagorus Proof
Pythagorus Proof from Andy Nicholas on Vimeo.
Simple proof of Pythagorus Theorem.
Part of the trigonometry tutorials found on my site.
Pythagorus Theorem:
http://www.andynicholas.com/?page_id=1451
Learning Resources:
http://www.andynicholas.com/?page_id=1373
Wednesday, January 22, 2014
Math Tutorial - Mirror Across A Plane
Mirror across a plane - Tutorial from Armin Halac on Vimeo.
This technique is more of a demonstration of some math tricks that could be more useful in many other cases. To find out how to do this the easy way visit: www.robotsquids.blogspot.com
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- Deocliciano Okssipin Vieira, aka Ochyming
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