I wanna learn Gallois theory and sparse matrices in detail . Any online help.
A method of applying group theory to the solution of algebraic equations.
Example #1: K = Q, L = Q(SQRT(n)) for any squarefree integer n. The minimal polynomial of SQRT(n) is x^2 – n; L is obviously normal over K, so it’s Galois and the fundamental theorem applies. The degree of L over K is 2, so Gal(L/K) has order 2. There is only one group of size 2, Z/2Z. That group has only two subgroups, the improper subgroup consisting of the entire group and the trivial subgroup consisting of the identity element 0. The non-identity element of the Galois group is the automorphism sending a + bSQRT(n) to a – bSQRT(n). thats the gallois theory
http://www.jstor.org/discover/10.2307/2325119?uid=3739920&uid=2129&uid=2&uid=70&uid=4&uid=3739256&sid=21102229602591 <<<<< visit this link it will help you understand galois theory =)
mam can you suggest me some books on these topics ? Actually I am studying networking from tanenbaum and wanna go furthur along with java
im sorry i dont know any books
But you know gallios theory! Thanx.
yw
How you could learn it?
I think that will be easier for me to get through it
well i was taught lol i didnt read it from a book ummm you could look on google for one
Really is google that much strong that it can guide against the book. technology moving fast .
When you were taught you were not suggested some texts or references as usually is?
yea just say you want some books tht has to do with tht and something will pop up :)
umm im not sure
I can understand ..
Well if you dont mind can i know whether profile pic is yours!
and what about sparse matrices?
yea it is lol
and i cant help you with sparse matrices because i dont know tht
why always lol? ho can you say that i am lol?
i dnt understand what your trying to say.........
really good that you dont know sparse matrices or else it had been ended in a paragraph
i meant what does lol mean?
it is really hard for a beginner to understand mathematics in a paragraph, i hope you can imagine
oh it means laugh out loud we just say it to be friendly
you take a long time to reply. Is it usual?
yes :)
slow memory :)
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