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The Quantum War
The security risk of Quantum Computers
Quantum Mechanics
“If quantum mechanics were correct, then the world would be crazy.”
- Albert Einstein.
The quantum revolution began to explode at the beginning of the 20th century, sending shock waves throughout the world, economics had experienced its revolutions, and it was now physics' turn. Yet, this new era of physics challenged all classical intuition, radically changing our views on certainty, matter, and so on, allowing radical changes throughout not only physics but all new technologies. Yet it was something that could hardly be accepted easily, and as Neils Bohr put it, “Those who are not shocked when they first come across quantum theory cannot possibly have understood it” Quantum mechanics began with giant figures such as Einstein, Planck, and Bohr and their work on theories regarding atomic structure, radiation, light, and the photoelectric effect. Einstein proposed, in 1905, that the transmission of light involved discrete energy packets (now known as photons), which built the foundations for one of the most revolutionary ideas at the time: that light can be both a wave and a particle. Following this discovery came great insights into the states of quantum mechanical objects and the wave function and soon what was considered 'crazy' by Einstein, the underlying uncertainty of quantum mechanics, its complete defiance of classical intuition, and the impact of observations on the collapse of the wave function.
Probabilities and Amplitudes
Classical mechanics has a seemingly inherent beauty, and this can be seen in astronomy vividly, such that physical laws based on observation can be used to predict the future of anything, like a planetary orbit. However, in quantum mechanics, it is impossible to predict an absolute outcome or the quantum state of something in the future. Instead, it is possible to predict the probability amplitudes, complex number values that represent multiple possibilities. As in this quantum world, everything carries multiple possibilities, not merely out of our ignorance of what is happening, but rather of the actual state of quantum objects—intrinsically probabilistic. Until observed, these quantum objects remain in a superposition, yet once observed they will cancel out to a single solution. This is encapsulated in Schrodinger’s Cat, a famous thought experiment in which a hypothetical cat is left in a box with a lethal substance, that cat may be simultaneously alive and dead, and this cannot be decided until the box is opened, and the cat is observed. The cat in this experiment serves as an illustration of the subatomic objects that carry this superposition. However, this is not observed in our day-to-day lives because of environmental decoherence, when quantum mechanics is quantitatively scaled up into our macroscopic world, in which these probabilities collapse into one absolute state.
Quantum Computers
The probability amplitudes explained previously are paramount to quantum computers, and are the key science behind them. Classical computers, like classical mechanics, are deterministic and certain, they carry binary values, that is either a 0 or a 1. However, quantum computers again challenge classical intuition, carrying quantum bits, or qubits, with a value of either a 0, a 1, or both. As well as this difference, these qubits have an uncertain state as they do not have a certain value until observed. This process is called interference, when the qubit is measured it will “act classical”, either cancelling out non-solutions or registering solutions as to determine the value of these qubits. The qubits in this computer, unlike classical bits, also carry the quantum property of entanglement, such that two particles may be intrinsically connected such that measuring one will affect the other (no matter how far away). Therefore, as these qubits are entangled and affect each other far more quickly than classical bits, they will be more efficient. However, this increased efficiency is not a constant for all circumstances as entanglement is only in action when its quantum pair is measured, examples of its increased efficiency include security, communication and optimization.
RSA: Prime Number Encryption
National Security Risk
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