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1st Jun 2018

2nd Jun 2018

Tackling a quantum-computing idea using a two-dimensional analogue, along with a demonstration of a one-pixel qubit inverter.

quantum computing bloch sphere circle geometry math

Comments

rdococ 6th Dec 2023

Does this support entanglement or anything like that?
softsolve0 3rd Jun 2018

thanks! also, i'm not really good at electronics... all of the quantum stuff i've done largely bases on my small background in logic and math along with a healthy dose of info on quantum mechanics in the internet. i also don't have a lot of time since school is coming up for me, so i try to look for the easiest way i can find to do the quantum stuff
R33sesK1ng 2nd Jun 2018

cool, very cool. Hey, you don't suppose you're very good at electronics, do you? I've seen some subframe works that utilise PHOT, FILT, etc. They're very cool. The way you seem to use the game mechanics to demonstrate "quantum-computing" seems to have been with ease.
softsolve0 2nd Jun 2018

if i understand correctly a flip-flop has two stable states. a qubit could be considered as something with infinite states (not here though), but the two main states (blue and the "anti-red" white in the save) could be considered "stable" in that upon measurement the qubits become one or the other. so maybe a qubit could be a flip-flop with intermediate states, i'm not 100% sure though
R33sesK1ng 2nd Jun 2018

@softsolve0, Would this, by any understandable respect be considered a flip-flop of some sort, or is that informal? I do see that there is a way to electronically interpret the information "displayed" by the FILT because of their states.
R33sesK1ng 2nd Jun 2018

I don't feel like it would be a good idea to assume he's doing nothing. This is cool.
softsolve0 1st Jun 2018

apologies. i'll change up practically the whole save with a revised version
archived_account 1st Jun 2018

i even dont understand what is your saves demonstrating. -1

The Powder Toy

Bloch "circles" in TPT by softsolve0

Comments