|
|
|
|
|
by mlyle
2430 days ago
|
|
Right-- so if we need 10-1000 qubits per high-quality error corrected boolean-ish qubit and 20,000 error-corrected qubits to really tackle interesting real world problems, we need 3-5 orders of magnitude improvement. The fact that we have exponential improvements to parts of the process is nice. But exponential improvement doesn't continue forever. Extrapolating from the current status 5 orders of magnitude out seems reckless. |
|
- Qubits are not boolean. Classical error correction does not work in quantum computers. You need quantum error correction.
- The exponential improvements are in single qubit coherence times, and a stagnation in those improvements doesn't prevent an increase in the number of qubits. (it'd be nice to have, though, because then eventually we wouldn't even need error correction)
- No, it doesn't take 1000 or even 100 physical qubits to have a high fidelity qubit (it can actually be 1:1 with dynamical error correction) or 20000 error corrected qubits to tackle real world problems (Shor's algorithm isn't the only interesting thing out there, simulating some quantum systems requires far less qubits and probably more interesting for people in natural sciences)
- Even if we were 3-5 orders of magnitudes away in # of qubits, it's still a matter of time, and there is still nothing fundamental in physics or material science that prevents having millions of physical qubits.
- Now I feel like I'm dealing with one of those non-physicists people again who claim quantum computers are a pipe dream, only this time instead of a faulty physical argument, it has no real technical basis at all, so this is where I'd like to stop. Enjoy the rest of your day