在 英语 中使用 Shor's algorithm 的示例及其翻译为 中文
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Shor 's Algorithm.
Amplitude amplification Shor's algorithm De Broglie- Bohm theory.
Shor's algorithm was the first quantum‘killer app'.
If you have not exposed your public key, Shor's algorithm is useless.
Shor's Algorithm Explained- Helpful video.
Theoretically, a quantum computer can use Shor's algorithm to break ECDSA.
Using Shor's algorithm, a quantum computer could perform the task in a few hours.
But it is the threat posed by Shor's algorithm that draws most public attention.
Shor's algorithm meant that in principle, quantum computers could crack that encryption.
The computer uses laser pulses to carry out Shor's algorithm on each atom, to correctly factor the number 15.
For example, Shor's Algorithm shows how to efficiently factor integers of any size(this video has a really good explanation).
Scientists from IBM and Stanford University successfully demonstrated Shor's Algorithm on a quantum computer.
A quantum computer that can run Shor's algorithm could crack the public-key cryptography used to store much of our data.
The researchers use laser pulses to perform“logic gates,” orcomponents of Shor's algorithm, on four of the five atoms.
However, Shor's algorithm doesn't kill the field of cryptography;"quantum-safe" cryptography protocols are already being developed.
The only catch was that for large numbers his method-dubbed Shor's algorithm- needs a quantum computer to work.
They directed the quantum system to factor the number 15-the smallest number that can meaningfully demonstrate Shor's algorithm.
Shor's Algorithm can solve this problem in polynomial time, something which we do not know how to do on a classical computer.
They directed the quantum system to factor the number 15-the smallest number that can meaningfully demonstrate Shor's algorithm.
The computer is controlled by laser pulses which carry out Shor's algorithm on each individual atom, which was able to correctly factor the number 15.
However, Shor's algorithm shows that factoring is efficient on a quantum computer, so a sufficiently large quantum computer can break RSA.
Without QEC, it is unlikely that a complex quantum program,such as one that implements Shor's algorithm, would ever run correctly on a quantum computer.
Furthermore, as we will see in Part 3 of this series, it would require a quantumcomputer with thousands of qubits to successfully run Shor's algorithm.
A wrongdoer equipped with a quantum computer could use Shor's algorithm to forge any digital signature, impersonate that user and appropriate their digital assets.
Until this point, only the hashed recipient key(the address)is exposed and consequently attacks such as Shor's algorithm are not applicable at this stage.
More specifically, due to Shor's algorithm, a quantum computer could easily factor a big integer in polynomial time, thus effectively break RSA in seconds.
This way the computing power of quantum devices willhelp to obtain a private key using Shor's algorithm(lowering resistance and applying new calculation methods).
The traditional public key algorithms, such as RSA and ELGamal would become insecure in casean effective quantum computer can be built(Shor 's algorithm).
A wrongdoer equipped with a quantum computer could use Shor's algorithm to forge any digital signature, impersonate that user and appropriate their digital assets.”.