number theory, but because of its structure (containing topics and problems), it is also useful for teaching. I highly recommend this book for students and teachers of MOs." -- Mehdi Hassani, MAA Reviews
"[This book] appears like a confession of a young mathematician to students of his age, revealing to them some of his preferred topics in number theory based on solutions of particular problems... Michael does not limit himself to those particular problems. He also deals with topics in classical number theory and provided extensive proofs of the results...It offers pleasant reading for young people who are interested in mathematics. They will be guided to easy comprehension of some of the jewels of number theory." -- Preda Mih?ilescu, EMS Newsletter March 2011
"The present book provides a wonderful presentation of concepts and ideas as well as problems with their solutions in Number Theory. Although most of the problems solved in this book were given in international mathematical contests and hence are of high level of complexity, the author has succeeded in providing solutions and extensive step-by-step proofs in a rigorous yet very simple and fascinating way. Even though the author is a very young mathematician (of only 23 years), he is an outstanding specialist in this field." -- Dorin Andrica, Zentralblatt MATH
"Containing all of the things he suggests one should know to compete successfully in an IMO competition. The book is based on his undergraduate thesis on computational number theory ... . it is so much more than basic things one should know, providing a rich overview of the many beautiful ideas in number theory. ... Plus, the text is enriched with historical comments, special problem-solving techniques, and a wealth of problems to investigate. ... Summing Up: Recommended. Academic readership, all levels." -- Johnson, Choice, Vol. 49 (4), December, 2011
