Wednesday 6 May 2015

Theory of Randomness: Chapter 1 The Prime Numbers

Chapter 1 The Prime Numbers

What Primes really are: 

well you know the definition of primes from mathematics that it is a number which is divisible by 1 and itself.what a boring definition,huh? . well that's not the problem, let's modify it actually it is the smallest indivisible number that exit on natural numbers set.
some the simple difinition of primes is: It is the smallest Indivisible number that exit on natural numbers.
compare it with atom , something is common.oviously it is Indivisible .
In later Chapter You will see that how primes and Periodic Table are connected especially the atomic weight.

Prime Sequence

2,3,5,7,11,13,17,19,23,29,31,37,41,43,47,.. this are first 15 primes.note that 1 is not in the sequence,why it is so? we will get this answer in latter chapters.

History of prime numbers

you can go to this link to know the history of primes
http://en.wikipedia.org/wiki/Prime_number#History

you will find that it was first studied by the pythagoras(500 B C). but the first proper study was made by the great vedas(1200 BC-700BC). you will find in later chapter that how they perfectely connect to random functions.
in next chapter we gone describe the nth term of prime.

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