마지막으로, 양자 큐빗을 구성하여 쇼어 알고리즘Shor's algorithm을 통해 현재 인수분해에 성공한 가장 큰 숫자가 2012년에 얻어진 21이라는 사실을 상기하면, 무언가 느껴지는 부분이 있다. https://t.co/FaNN4LRowu
@nezakamoto @Bmorecmore "The record breaking “useful” calculation for quantum computers is the prime-number factorization of 21." "They actually used a simplified algorithm that works for this number in particular." https://t.co/peyDHfaPS1 https://t.co/k
Experimental realization of Shor's quantum factoring algorithm using qubit recycling (2012), https://t.co/YfgjEbIQIh #QC #1d1pm
@sweis @durumcrustulum @argvee Check out the abstract! https://t.co/jcgaQhLDX7
@durumcrustulum @argvee You do make a point that it's not fair to compare the very specific 2011 Bristol setup to a more general purpose configuration: https://t.co/AZ5p2lrIPJ
Experimental realization of Shor's quantum factoring algorithm using qubit recycling (2012), https://t.co/YfgjEbZTKh #QC #1d1pm
@BristOliver One of Bristol's greatest quantum hits! https://t.co/fzI6v7ZzM9
@giacomozucco @sysmannet @LeahWald @MichaelSBrett Just a note: a shor-capable quantum computer was already "invented", and run, and published, back in 2012. https://t.co/dz1V6JZjd9 The capability to run Shor's algo for ECDSA256 depends on the physical gat
Experimental realization of Shor's quantum factoring algorithm using qubit recycling (2012), https://t.co/YfgjEbZTKh #QC #1d1pm
@CompSciFact In https://t.co/DxxJJEyEL6 they factorise 21.
RT @jackie_cs_: @Sh1bumi I don't this so? It was this 2012 paper: https://t.co/ztpw0aewtI
@Sh1bumi I don't this so? It was this 2012 paper: https://t.co/ztpw0aewtI
@n_category 5 bits, actually. After 21 was factored by Shor's algorithm in 2012, hackers were able to exploit this the next year https://t.co/4XpDWA2oLJ
http://t.co/HvUeRmQDwb Old news, yet still super neat! :)
Oh man, this is bad. If you're using a 5-bit RSA key you need to read this immediately. #quantum http://t.co/jaavwXCbpz ht @pbarreto
Oh man, this is bad. If you're using a 5-bit RSA key you need to read this immediately. #quantum http://t.co/jaavwXCbpz ht @pbarreto
Oh man, this is bad. If you're using a 5-bit RSA key you need to read this immediately. #quantum http://t.co/jaavwXCbpz ht @pbarreto
Oh man, this is bad. If you're using a 5-bit RSA key you need to read this immediately. #quantum http://t.co/jaavwXCbpz ht @pbarreto
Oh man, this is bad. If you're using a 5-bit RSA key you need to read this immediately. #quantum http://t.co/jaavwXCbpz ht @pbarreto
Oh man, this is bad. If you're using a 5-bit RSA key you need to read this immediately. #quantum http://t.co/jaavwXCbpz ht @pbarreto
Oh man, this is bad. If you're using a 5-bit RSA key you need to read this immediately. #quantum http://t.co/jaavwXCbpz ht @pbarreto
Oh man, this is bad. If you're using a 5-bit RSA key you need to read this immediately. #quantum http://t.co/jaavwXCbpz ht @pbarreto
Oh man, this is bad. If you're using a 5-bit RSA key you need to read this immediately. #quantum http://t.co/jaavwXCbpz ht @pbarreto
Oh man, this is bad. If you're using a 5-bit RSA key you need to read this immediately. #quantum http://t.co/jaavwXCbpz ht @pbarreto
Experimental realization of Shor's quantum factoring algorithm using qubit recycling http://t.co/21wbnLsR
ENORME avancée en ordinateur quantique. On sait factoriser non plus 15 mais 21 !!!!!! http://t.co/YlFgjFqQ
An Excellent Reference: Feynman, R. P. Simulating physics with computers. Int. J. Theor. Phys. 21, 467–488 (1982) from http://t.co/yFI5mXoX
Good example of a perfectly good paper made horrible by too much jargon. OTOH, cool subject! http://t.co/yFI5mXoX
The project that we started two years ago on Shor's algorithm is finally published! http://t.co/wsOCx9BP
The project that we started two years ago is finally published! http://t.co/wsOCx9BP
Scientists demonstrate a scalable Shor’s algorithm with qubits one third of that required in the standard protocol($)http://t.co/3KNg3dig
Implementation of an iterative quantum order finding algorithm http://t.co/PUI20aI2 http://t.co/PUI20aI2
Quantum computers and Shor's algorithm. It's real and it's spectacular. Never has factorizing 21 ever felt so good. http://t.co/p6MnfdOG
Quantum computers and Shor's algorithm. It's real and it's spectacular. Never has factorizing 21 ever felt so good. http://t.co/p6MnfdOG