NEWS Bitcoin Killer? Google Proposes Creating Money Protected by the Laws of Physics

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Bitcoin Killer? Google Proposes Creating Money Protected by the Laws of Physics
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The quantum token authenticates itself—without mining or blockchains.​

For over a decade, the world of digital money has relied on a single core idea: the blockchain. It's a complex system of distributed ledgers where code and mathematics prevent record forgery and double-spending. It changed our understanding of how scarcity can function in a digital environment.

Now, researchers at Google are exploring an option that doesn't rely on a blockchain at all. In this system, money is protected not by a chain of records, but by the laws of physics. The concept is known as quantum money. This approach attempts to solve the same problem that blockchain was invented for, but in a completely different way.

The research is titled "Anonymous Quantum Tokens with Classical Verification." It was conducted by specialists from Google Quantum AI in collaboration with scientists from the University of Texas at Austin and the Czech Academy of Sciences. They are developing an idea that physicists have been discussing for several decades: the idea of a currency that cannot be counterfeited because quantum effects won't allow it. In such a system, money is not just an entry in a ledger, but a unique quantum object. Its authenticity is, as it were, sewn into the very fabric of reality.

The main focus here is on a specific quantum principle called the no-cloning theorem. It states that it's impossible to create an exact, independent copy of an unknown quantum state. Conventional digital data can be copied indefinitely. A quantum state cannot. Google researcher Dar Gilboa explains it like this: if you had a $1 bill that was actually a quantum state, it would follow from the very laws of quantum mechanics that copying it is practically impossible. You could try, but the chance of success would be very low. In this model, counterfeiting isn't just difficult, as in Bitcoin; it is physically forbidden.

This leads to the most interesting implication for the blockchain industry. Today, blockchain is needed to prevent double-spending without a central authority. The network maintains a massive shared ledger that everyone consults. Quantum money solves the same problem more simply. If the token itself is designed so that it cannot be cloned and spent twice, then a global distributed ledger is no longer required. There's no need to maintain an energy-intensive mechanism for consensus and confirmation. Verification transforms from a network process into a physical one.

There is an important caveat. Quantum money in this form is not about decentralization. Gilboa emphasizes this. According to him, they do not solve the same social problem as cryptocurrencies. In the described model, there is still a trusted issuer, for example, a bank, that issues the quantum tokens. However, physics then prevents this issuer from abusing its power. The scheme includes a verification process where users can unite and perform a so-called swap test on their tokens. If the tokens differ, it means the issuer has tagged the money and is trying to track its circulation. This is immediately detected. Thus, the system is simultaneously centralized and private for its users.

The authors honestly state that practical application is still a long way off. A large, fault-tolerant quantum computer is needed, as well as quantum communication links—a whole set of complex engineering challenges. For now, this is theoretical. But the work itself demonstrates an important point. Blockchain, which was considered the only reliable way to protect digital value, is actually not the only option. In the future, recording transactions might not require distribution across thousands of nodes, but could instead be based on physical limitations themselves.

Gilboa puts it this way: it's an incredibly powerful tool. It enables things that seem like science fiction today. The risk is high, but so is the potential payoff. That is precisely why this direction is so attractive to researchers.
 
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