AN ALGORITHM TO CONSTRUCT A CIRCLE AND FIND THE VALUE OF PI.
I have worked out a new algorithm to construct a circle which gives out a new formula of pi. This result has published in Sekhar (New Series) "international journal of mathematics" as the page title of"AN ALGORITHM TO CONSTRUCT THE CIRCLE AND FIND THE VALUE PI".
http://sites.google.com/site/http://sites.google.com/site/volumei2009/
To know all about my research you can go to the link and get it. For further queries email me at suj3.141592@gmail.com.
My research got some attention of media...................
GENERATING ALL THE PRIME NUMBER
It is a process to find out all the prime numbers from the positive real integers. It is achieved by assumption of number line differently from the stated number line in our mathematics study and with also having some new notation that has helped as backbone of the theory. There are sixteen equations which are sub-divided into four sets of four equations. This is explained out theoretically and graphically.
INTRODUCTION
AN integer p>1 is said to be prime if the only positive divisors of p are 1 and itself.
The number 1 is by definition not a prime number. The smallest and the only even prime number are 2, and the other prime number is odd prime which is greater than 2. The integer which is not prime is said to be composite such an integer has the form n=a*b where 1<a<n and 1<b<n.
It is the research to find out the prime numbers with the primality test. There are sixteen equations which are sub-divided into four sets of four equations. Every set gives the value of prime numbers with its specification that its units must be 1, 3, 7&9.So there are four sets that is having four equations as its elements. First set of equations accepts those numbers having its unit place as 1, second as 3, third as 7, and last as 9.
If any equation under the set gives zero value then that number used will be composite number. The only number with non zero value under the operation of all equations of the particular set then that number will be a prime.
If you want to read the full research email me.
This image is prepared by Soumya Saket with the help of Auto Cad software which represent the equations of prime numbers.
