We have talked about the Quantum AI scam before and how it was originally campaigned as a fake news article suggesting that Elon Musk was the proprietor of the whole thing. Well the fake news scammers have moved on now, as that scam has become recognised, and are now suggesting that the Quantum AI scam is actually an invention of British money-saving expert Martin Lewis.
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)
What is Quantum AI?
Well as we have previously stated, Quantum AI is the idea that quantum computing power has been harnessed in such a way as to be able to predict financial markets and subsequently make people a profit with with little or no risk.
Now just to be clear, as soon as this happened, if it ever could, the FBI would be round to confiscate that computer quicker than you can say dark suit and tie. Any such device or capability would be a huge security risk to the current world distribution of world power and domination, and no one is going to allow that to happen without a very ferocious fight. Anyone telling you that they have a device that can predict the markets under any conditions is essentially telling you that they have a time machine, so you have to really consider whether you should believe them or not. If you had discovered a time-machine, would you start trying to give it away on the internet?
So What is Quantum AI Really?
Well it is a confidence trick. A confidence trick that fills you with false confidence in a product that would never be allowed to exist, or at least never be made available to normal people. The idea of a confidence trick is that they lead you in the opposite direction of the truth. The purpose of this is that is becomes unthinkable that they are lying because they make the truth sound ridiculous. This is a tactic used all over the world by salesman and national leaders on a regular basis. If you can make the reality seem ridiculous, then you do not have to worry so much about people realising the truth as they would never believe it anyway.
In the case of a confidence trick like Quantum AI, they explain to you that Quantum computing gives the power to make calculations that enable AI to predict the markets. The problem is that quantum computing is very new and there is no real software in the way that we normally think of it., There is no operating system that runs on quantum computing because it is very difficult to construct and the number of concurrent operations requires certain numbers of Qubits in order to make it viable and so far there are not very many available in most quantum computers. As a result we are a long way from quantum computing being able to do much apart from huge companies investing in analytical systems on a vast scale for the purposes of recognising patterns with a variation of real quantum computing AI.
So Is Quantum AI a Possibility?
Well this all sounds pretty convincing. Quantum technology is a system of cooling particles down to the extent that they obey different rules to the world that we normally experience. They begin to exhibit quantum, or digital behaviour which can be very useful computationally. What we mean by quantum or digital behaviour, is that every state of these particles is a discrete, ordained value. It is either in one state or another state, or a state that is neither and yet both. That is the nature of the quantum realm. It obeys different laws to those we consider to be normal in our own experience. A Qubit, which is the quantum equivalent of a computers binary digit or BIT, can be simultaneously one and zero at the same time, which is a complete gamechanger. What this enables computer engineers to do is to use a different set of mathematical formulae to programme and derive result from computation.
In essence it allows for calculations such as the Uncertainty Principle to be used as part of a computer programme, which allows for far greater complexity of conditions and results that programmers have ever been able top assemble and compute before. Essentially it allow for the prediction and mapping of chaotic systems, which all sounds very relevant to markets and money.
So it is possible that in the future, quantum computing based AI may be more effective at making trades than a human, which will mean one thing, and one thing only. The riches people in the world will get richer, as they have the access to these technologies and the people that understand them, while the rest of us will become poorer and poorer. That is the nature of the markets. They favour those with the most to invest.
Is Martin Lewis Involved in Quantum Computing?
No. Martin Lewis founded MoneySavingExper.com and then later sold it to MoneySupermarket.com. He is not even on the same planet as the people who understand quantum computing, and probably doesn't want or need to be anyway. Martin has always been a trustable figure in the world of saving money, not inventing huge computers that will help people become rich overnight. Quantum computing is like Bitcoin or AI. it is a word or phrase that gets thrown around without a lot of understanding of what it means and that means it is a great place to start when trying to confuse and defraud. Stay away from anyone suggesting that AI will make you rich and especially when they use a celebrity to try and sell it to you.
VERDICT: MARTIN LEWIS QUANTUM AI IS A: SCAM !!
Do not send any money to these scammers!!