The book under review is about bernoulli numbers and zeta functions the main audience for the book are researchers and students studying bernoulli numbers and related topics the text of the book is very fluent concepts and proofs are introduced in detail and it is easy to follow for reader. Two major subjects are treated in this book the main one is the theory of bernoulli numbers and the other is the theory of zeta functions historically bernoulli numbers were introduced to give formulas for the sums of powers of consecutive integers. Several properties and generalizations of bernoulli numbers and various relations to the riemann zeta function and some other zeta functions are discussed in chapter 1 authors review the history of bernoulli numbers and study two equivalent definitions and some basic properties of these numbers. Zeta functions a huge number of functions called zeta functions appear in number theory and they always contain very important information we can even say that there appears a different zeta function foreach important number theoretical object the zeta functions which are related to bernoulli numbers are just a part of them
How it works:
1. Register a Free 1 month Trial Account.
2. Download as many books as you like ( Personal use )
3. No Commitment. Cancel anytime.
4. Join Over 100.000 Happy Readers.
5. That's it. What you waiting for? Sign Up and Get Your Books.