Lecture 19: Shor's Algorithm for Factoring π’
Explains Shor's algorithm for factoring large integers, including order finding and its significance in quantum computing.

Yuly Billig
637 views β’ Mar 12, 2022

About this video
0:00 Factoring problem for large integers
4:44 Example: how to factor N if we know orders of elements in Z_N^*
10:54 Problem of finding the multiplicative order of a remainder
15:34 The steps of Shor's algorithm
25:18 Analysis of Shor's algorithm: classical computation step
33:32 Analysis of Shor's algorithm: partial measurement step
37:45 Analysis of Shor's algorithm: Quantum Fourier Transform step
51:15 Example: factoring N=989
In this lecture we present and analyze Peter Shor's quantum algorithm for factorization of large integers.
This is a lecture in a graduate course "Quantum Computing".
My book "Quantum Computing for High School Students" is available here: https://qubitpublishing.com/ or from Amazon.
Complete playlist for this course:
https://www.youtube.com/playlist?list=PLu6jbin1VpDD87rdSDF4HRfITWF_LwgOx
4:44 Example: how to factor N if we know orders of elements in Z_N^*
10:54 Problem of finding the multiplicative order of a remainder
15:34 The steps of Shor's algorithm
25:18 Analysis of Shor's algorithm: classical computation step
33:32 Analysis of Shor's algorithm: partial measurement step
37:45 Analysis of Shor's algorithm: Quantum Fourier Transform step
51:15 Example: factoring N=989
In this lecture we present and analyze Peter Shor's quantum algorithm for factorization of large integers.
This is a lecture in a graduate course "Quantum Computing".
My book "Quantum Computing for High School Students" is available here: https://qubitpublishing.com/ or from Amazon.
Complete playlist for this course:
https://www.youtube.com/playlist?list=PLu6jbin1VpDD87rdSDF4HRfITWF_LwgOx
Video Information
Views
637
Likes
20
Duration
01:02:41
Published
Mar 12, 2022
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