Allan Holdsworth album Updated +Created
Stern-Gerlach experiment Updated +Created
Originally done with (neutral) silver atoms in 1921, but even clearer theoretically was the hydrogen reproduction in 1927 by T. E. Phipps and J. B. Taylor.
The hydrogen experiment was apparently harder to do and the result is less visible, TODO why: physics.stackexchange.com/questions/33021/why-silver-atoms-were-used-in-stern-gerlach-experiment
Video 1.
The Stern-Gerlach Experiment by Educational Services, Inc (1967)
Source. Featuring MIT Professor Jerrold R. Zacharias. Amazing experimental setup demonstration, he takes apart much of the experiment to show what's going on.
Drug tolerance Updated +Created
String-search algorithm Updated +Created
Country in Europe Updated +Created
Fan art Updated +Created
Extended Euclidean algorithm Updated +Created
Pound sterling Updated +Created
Quake (video game) Updated +Created
Numerator Updated +Created
Unity (game engine) Updated +Created
Graphics library Updated +Created
Phi Updated +Created
Two lower case variants... both used in mathematical notation, and for some reason, in LaTeX \varphi is the one that actually looks like the default standard modern lowercase phi, while \phi is the weird one. I love life.
Linting Updated +Created
Why is the spin of the electron half? Updated +Created
More interestingly, how is that implied by the Stern-Gerlach experiment?
physics.stackexchange.com/questions/266359/when-we-say-electron-spin-is-1-2-what-exactly-does-it-mean-1-2-of-what/266371#266371 suggests that half could either mean:
SVG background color Updated +Created
This is a pain point as of SVG 1.1...
Examples at svg/background.html which answers from stackoverflow.com/questions/11293026/default-background-color-of-svg-root-element/11293812:
This pain reflects directly on Inkscape: set SVG background color in Inkscape.
Godlike Updated +Created
This vocabulary likely entered Ciro Santilli's vernacular through playing Counter-Strike when he was a teenager.
Non-Euclidean geometry Updated +Created
Existence and uniqueness Updated +Created
Existence and uniqueness results are fundamental in mathematics because we often define objects by their properties, and then start calling them "the object", which is fantastically convenient.
But calling something "the object" only makes sense if there exists exactly one, and only one, object that satisfies the properties.
One particular context where these come up very explicitly is in solutions to differential equations, e.g. existence and uniqueness of solutions of partial differential equations.

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