Upload date
All time
Last hour
Today
This week
This month
This year
Type
All
Video
Channel
Playlist
Movie
Duration
Short (< 4 minutes)
Medium (4-20 minutes)
Long (> 20 minutes)
Sort by
Relevance
Rating
View count
Features
HD
Subtitles/CC
Creative Commons
3D
Live
4K
360°
VR180
HDR
988 results
The field is one of the key objects you will learn about in abstract algebra. Fields generalize the real numbers and complex ...
352,588 views
5 years ago
Videos by Brady Haran Patreon: http://www.patreon.com/numberphile Numberphile T-Shirts and Merch: ...
404,760 views
2 years ago
An entry to #SoME2. It is a famous theorem (called Abel-Ruffini theorem) that there is no quintic formula, or quintic equations are ...
420,226 views
1 year ago
Évariste Galois was a great mathematician who led a short, tempestuous life. He made fundamental contributions to a number of ...
109,123 views
10 years ago
A high level look at Reed Solomon - Professor Brailsford explains the basics of this complicated encoding technique.
185,215 views
So, we are not saying that it must necessarily have a finite number of elements. What is interesting is that Galois fields ah may not ...
11,634 views
Timestamps: 0:00 - The size of the monster 0:50 - What is a group? 7:06 - What is an abstract group? 13:27 - Classifying groups ...
3,007,025 views
3 years ago
The polynomial f(x)=x^4+x^3+1 is irreducible over the finite field F = ℤ2 = {0,1}. Therefore, f(x) has a zero (root), call it "a", in some ...
1,003 views
Lecture 40 To access the translated content: 1. The translated content of this course is available in regional languages. For details ...
11,755 views
4 years ago
Galois theory gives a beautiful insight into the classical problem of when a given polynomial equation in one variable, such as ...
200,121 views
Finite fields, Characteristic of a finite field.
1,512 views
We continue our historical introduction to the ideas of Galois and others on the fundamental problem of how to solve polynomial ...
62,208 views
Dig into the mystery of Nicolas Bourbaki— one of the most influential mathematicians of all time… who never actually existed.
2,636,082 views
A primitive element of GF q so if you remember Galois field with q elements may have at least one element alpha such that every ...
20,067 views
Finite field, Examples of Field, Forming field with Modulo 7 arithmetic.
15,401 views
Coding Theory by Dr. Andrew Thangaraj, Department of Electronics & Communication Engineering, IIT Madras. For more details ...
37,516 views
11 years ago
In Field Theory, let E be an extension field of F. An automorphism of E is a ring isomorphism from E to itself. The Galois group ...
637 views
thanks intel Lyrics: GF2P8AFFINEINVQB! Galois Field Affine Transformation Inverse! It's the AVX-512 extension! Of the Intel x86 ...
437 views
1 month ago
In Abstract Algebra, finite fields of prime power order are typically constructed as factor rings (quotient rings) of polynomial rings ...
2,368 views
Error Correcting Codes by Dr. P. Vijay Kumar, Department of Electrical Communication Engineering, IISC Bangalore. For more ...
1,719 views
12 years ago