3 ms·
yes https://youtu.be/iC-KVdB8pf0 https://youtu.be/iC-KVdB8pf0 http://zxcalculus.com/ http://zxcalculus.com/ https://github.com/Quantomatic/pyzx https://githu
by 363849473754 4y ago
yes
https://youtu.be/iC-KVdB8pf0 https://youtu.be/iC-KVdB8pf0
http://zxcalculus.com/ http://zxcalculus.com/
https://github.com/Quantomatic/pyzx https://github.com/Quantomatic/pyzx
https://en.m.wikipedia.org/wiki/ZX-calculus https://en.m.wikipedia.org/wiki/ZX-calculus
- nomel 4y agoI'm a bit of a simpleton. What's the real world problem that ZX-calculus solves? edit: This question is genuine. There are only abstract concepts included in the video and wiki, as deep as I can see.
- 363849473754 4y agothis video may help https://youtu.be/iC-KVdB8pf0 https://youtu.be/iC-KVdB8pf0
- nomel 4y agoSorry, but what real world problem does a quantum circuit solve? My interpretation of "solving a real world problem" means that it can't be infinitely abstract, and must be a relatively good solution, compared to other options. I only see, from my dumb perspective, extreme abstracts. I'm not being combative. I just don't understand.
- SkyMarshal 4y agoThere's no such thing as "infinitely abstract". All abstractions eventually become real-world given enough time. It's only a question of how far ahead of the curve they are and long it takes.
- nomel 4y ago> There's no such thing as "infinitely abstract". In time, that's correct. At the moment, I disagree.