God Updated +Created
Brain scanning Updated +Created
Likely implies whole brain emulation and therefore AGI.
Convolution Updated +Created
E. Coli strain Updated +Created
List of religions Updated +Created
Arm on tracks Updated +Created
Egg Updated +Created
Internationalism Updated +Created
Sexual reproduction Updated +Created
Solvay Conference Updated +Created
Overfitting Updated +Created
Television Updated +Created
Where 2 Technologies Updated +Created
Superconducting quantum computing Updated +Created
Based on the Josephson effect. Yet another application of that phenomenal phenomena!
It is fun to see that the representation of information in the QC basically uses an LC circuit, which is a very classical resonator circuit.
As mentioned at en.wikipedia.org/wiki/Superconducting_quantum_computing#Qubit_archetypes there are actually a few different types of superconducting qubits:
and hybridizations of those such as:
Input:
Video 2.
Quantum Transport, Lecture 16: Superconducting qubits by Sergey Frolov (2013)
Source. youtu.be/Kz6mhh1A_mU?t=1171 describes several possible realizations: charge, flux, charge/flux and phase.
Video 3.
Building a quantum computer with superconducting qubits by Daniel Sank (2019)
Source. Daniel wears a "Google SB" t-shirt, which either means shabi in Chinese, or Santa Barbara. Google Quantum AI is based in Santa Barbara, with links to UCSB.
Video 5.
Superconducting Qubits I Part 1 by Zlatko Minev (2020)
Source.
The Q&A in the middle of talking is a bit annoying.
Video 6.
Superconducting Qubits I Part 2 by Zlatko Minev (2020)
Source.
Video 7.
How to Turn Superconductors Into A Quantum Computer by Lukas's Lab (2023)
Source. This video is just the introduction, too basic. But if he goes through with the followups he promisses, then something might actually come out of it.
Messier 49 Updated +Created
Organic bromide compound Updated +Created
Georgism Updated +Created
Video 1.
Georgism 101 by BritMonkey (2019)
Source.
Spacetime symmetry Updated +Created
Inner product Updated +Created
Appears to be analogous to the dot product, but also defined for infinite dimensions.
University education level Updated +Created

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