Number Theory is a vast and fascinating field of Mathematics, sometimes called "Higher Arithmetic," consisting of the study of the properties of Whole Numbers. Primes and Prime factorization are especially important in Number Theory, as are a Number of Functions such as the Divisor Function, Riemann Zeta Function and Totient Function." Reference:mathworld.wolfram.com
The Whole study of Number Theory may be divided into several fields on the basis of applications and involved principles.
Number theory is a branch of Mathematics that is concerned with properties of Numbers and Integers. While studying Number Theory we learn to solve wider classes of problems associated with the advanced calculation techniques of Numbers. The Whole study of Number Theory may be divided into several fields on the basis of applications and involved principles.
Each of the above unit contains various subunits that change as per the grades. As Number theory involves many theories so it becomes must to have a clear concept of previously taught topics. Many Students don't know the formation, application methods and benefits of applying particular method. Because, in conventional Class Room teaching pattern it is not possible to pay 1: 1 attention to every one. That's why to many Students learning Number theory seems like a bad night dream, while it is not so.
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