Galois

And it was Galois who produced a language to be able to answer some of these questions.

Galois had been submitting papers on the subject since the age of 17.

On this basis, we analyse the performance of the system applying Galois Field Network Coding as well as Complex Field Network Coding.

Galois was taken to the local hospital where he died the next day in the arms of his brother.

And for Galois this was like the zeroth symmetry.

The broad question of which equations are solvable by algebraic operations was definitely and comprehensively answered by Galois.

There are other odd things about E, which have to do with specific properties of its Galois representations.

Modular inversion is a part of the kernel for computations in the Galois field GF(p) used by many public key cryptosystems.

Long standing questions about compass and straightedge construction were finally settled by Galois theory.

Now , for Galois , there was actually a sixth symmetry .

An implementation for computing multiplicative inverses in Galois fields GF(2m) is presented.

Now Galois produced some laws for how these tables how symmetries interact.

You can prove , using Galois ' language, there are actually only 17 different symmetries that you can do in the walls in the Alhambra .

The young man's name was Evariste Galois.

It wasn't in fact, revolutionary politics for which Galois was famous.

VHDL-based Design of a Normal Basis Multiplier in Galois Field

Cohomological Invariants in Galois Cohomology

Galois connection between torsion and semi-simple classes of lattice-ordered groups

Galois theory of linear differential equations

An Improved Scalar-Multiplication Algorithm in Galois Field

Distribution of r-grams in p-ary sequences derived from sequences over Galois rings and the asymptotical uniformity

Lectures on Differential Galois Theory

Transmission and Development of Galois Theory

Galois extension of finite degree