ddd123
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Aha I was trying to do that, thanks.
The discussion revolves around the request for two specific equations related to quantum physics: one describing particle entanglement and the other explaining the double slit experiment's outcome when observed. The scope includes both theoretical and conceptual aspects of quantum mechanics, with a focus on how these equations can be visually represented for a tattoo design.
Participants express differing opinions on the best representations of the equations, particularly for the double slit experiment. There is no consensus on a single definitive equation, as multiple valid forms are proposed and discussed.
Some participants note the importance of aesthetic considerations for the tattoo, suggesting that the equations should be visually appealing while still conveying the intended quantum concepts. The discussion also highlights the subjective nature of mathematical beauty and clarity.
This discussion may be of interest to individuals exploring the intersection of art and science, particularly those looking to incorporate quantum physics concepts into visual designs, such as tattoos.
kith said:But for the tatoo, I think I would drop the ##\frac{1}{\sqrt{2}}## completely. ##|\Psi \rangle = |\uparrow \downarrow \rangle + |\downarrow \uparrow \rangle ## is much more beautiful to me and it isn't wrong. It uses a different convention which makes calculations more inconvenient, but it captures the essence of entanglement just like the other one. Arguably even more because of its simpler form. Also your second equation seems to already use the same convention.
Demystifier said:A minor improvement:
## | \Psi \rangle = |\! \uparrow \downarrow \rangle + |\! \downarrow \uparrow \rangle##
(I reduced the space between "|" and the arrow. In Latex this is done by \! command, which often makes equations look better.)