Examples of 'galois field' in a sentence
Meaning of "galois field"
galois field: In mathematics, a Galois field is a field with a finite number of elements. It is often used in algebra, number theory, and cryptography
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- A finite field.
How to use "galois field" in a sentence
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galois field
Squaring is a particularly simple operation in a Galois field.
A finite field or Galois field is a field with a finite order number of elements.
Where a is the primitive element of a predetermined Galois field.
A Galois field of 2b may then be used, under which addition is the encoding operation.
These can be easily analyzed using Galois field theory.
A Galois field of 2b may be used.
These coefficients are obtained based on the primitive element of a predetermined Galois field.
The code is typically generated over a Galois Field having m elements.
When F is a Galois field GF ( q ) then the homography group is written PGLn, q.
The matrix multiplication is done using Galois Field arithmetic.
The symbols ( or Galois field elements ) with the highest reliability value have a LLR=0.
Multiplication in a Galois field.
This may be a simple quadratic, or a polynomial or rational function over a Galois field.
Any finite field is called a Galois field marked GF ( p ).
The specialist literature provides tables of irreducible polynomials on the Galois field of 2.
See also
Construction of a Galois field, GF.
With this notation, the XOR operation is just an addition in Galois field of 21.
In equation ( 1a ), addition and modulo operation may be performed in a Galois field of N elements 0 through N-1.
Multiplication is performed vía a " log " operation in the Galois Field.
A conventional CRC process can be analyzed using Galois Field theory.
The data blocks have a length of N symbols, each symbol being an element of a Galois field F ( q ).
The k bits equal to CST for example represent an element of the Galois field GF ( 2 k ).
The CRC process is equivalent to multiplication in a Galois Field GF ( 2n ).
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