Free Gift of Nature, Free Gift of Cyber, and Free Gift of Quantum
During the Agrarian era value was captured by making use of the surplus provided by nature, a free gift of nature. If you lived near a river, you could pump water from the river to the land you owned that nourished the crops. Every day the sun provided free energy. It was a kind of manna from heaven.
In the digital era, there’s a different kind of manna from heaven: the ability to make exact copies of bits and bytes at zero marginal cost. A free gift of cyber, if you will. Copying data is something we do every day, all day long. The entire cybernetic system of operating systems, applications, sensors, files, networks, and cloud computing exists because data is easily copyable, portable. (This is not going to be a rant about memory, I promise you!) In quantum computing, the situation is markedly different. Which makes me grateful for the incredible bounty that copying has enabled.
Quantum mechanics says that quantum information cannot be cloned. No copying. Qubits can be coaxed into interesting quantum states which we then want to measure. When a qubit is read, its quantumness leaves us and the waveform collapses. Copying would require reading the information and copying it into a new qubit. Copying would violate the no-cloning theorem of quantum mechanics.
This would be the part where you might want to trip out on the [observer effect](https://en.wikipedia.org/wiki/Observer_effect_(physics). I’ve grown accustomed to thinking of superposition and entanglement as accepted characteristics of qubits. But, the observer effect is hard to accept and simply makes no sense. Spooky action at a distance is one thing, but that observation causes quantum effects is just strange (and exciting!).
IBM and researchers from Japan, Canada, and Germany have presented an interesting solution to this - encrypted cloning.
In short,
“…encrypted cloning, has shown that, in theory, it is possible to deterministically create any number of perfect clones of an arbitrary state if, during the cloning process, the clones are encrypted with a quantum single-use decryption key: among the encrypted clones, one can freely choose any one to decrypt and thereby recovers the original state with fidelity up to 1.”
And,
“The decryption process consumes the decryption key, thereby rendering all remaining encrypted clones indecipherable, which ensures consistency with the no-cloning theorem.”
In lay person’s terms, for I am one, concealing the quantumness with encryption means it can’t be observed, and therefore it can be cloned. And, there’s theoretically no limit to how many times it can be cloned, but there is a practical limit. Once a clone is decrypted, all other clones also are rendered useless.
There’s a lot to unpack here. But, two things jump out at me:
- It seems that scientists are learning how to find a way through, or way to work with, the observer effect and the no-cloning theorem. From an academic perspective this is fascinating to see unfold in this research.
- There’s a real use case in having qubits that become indecipherable when a clone has been read. It can serve as a symbol defining when data has been accessed or not. If you’re a user receiving data and a cloned qubit is readable, that is a good sign. If a cloned qubit is indecipherable, someone has already attempted to read the data, and that could be a bad sign.
This isn’t at the scale of digital cloning capability we have with classical systems. But, it’s an interesting step towards that.[1]
In years to come, I suspect we will see more improvements to this technique and new use cases. Whether or not the free gift of quantum lies in getting around the no-cloning theorem remains to be seen. For now, that free gift is the exponential computational space that quantum information systems give us.
There is also a related, active world of research and commercialization for quantum memory. Quantum states are transferred from one qubit to another, and a primary use case is network repeaters. During the transfer process the original qubit is destroyed, and during the read process the intermediary qubit (memory qubit) is destroyed. The no-cloning theorem holds throughout. ↩︎