today Alain Connes (with co-author Matilde Marcolli)
posted
http://arxiv.org/abs/hep-th/0411114
Physics to Number Theory via Non-Commutative Geometry, Part II
Part I got a big play on SPR, we should know something about this.
Maybe only a little. But something.
Part One of "Physics...
Hey,
A while ago i hear about finding the division number theory [Tell how a number can be divied be another unmber as a general formula]. And i am wondering if there is a theory "desicovered" the pattern of the prime numbers. Or at least a fixed pattern for predicting some of the prime numbers...
Questions:
1) How many zeros are there at the end of 1994!
[where n ! stands for n factorial]
2) Prove that if x1, x2, ..., x100 are distinct natural odd numbers
1/x1 + 1/x2 + ... + 1/x100 < 2
3) Prove that if 'p' is a prime number then coefficients of the terms...
Hi again,
how about the below problem, please give me advice.
Let x and y be possitive integers such that 3x+7y is divisible by 11. Which of the following must also be divisible by 11
A. 4x+6y
B. x+y=5
C. 9x+4y
D .4x-9y
E. x+y-1
Computational Number Theory ?!?
I am a student of Computer Science and found many good algorithms on Number Theory while working...
But actually...honestly speaking...I don't find good sites on this particular important field...:frown:
Or even new works or research... what do you think ?
I want to venture into number theory and I was hoping to get some book recommendation from you guys. Which books do you think best describes and has examples on number theory for a beginner?
do anyone have any website for number theory? if can the whole course of it. i want to start learning it by myself. can anyone introduce a book for me?
thank you