
In this book, it is on 7 problems of mathematics. including Riemann hypothesis, Brich and Swinnerton-Dyer conjecture and Navier-Stokes existence and smoothness, etc.

In the Book 3, it includes: Problem 1) On the P versus NP; Problem 2) On the Jacobian Conjecture; Problem 3) On the Hilbert's 16th Problem; Problem 4) On the Hadamard Conjecture; Problem 5) On the Yang-Mills Existence and Mass Gap.

In the Book 2, it includes: 1) On the Beal Conjecture; 2) On the Fermat Conjecture; 3) On the Hodge Conjecture; 4) On the Quintic Equation; 5) On the Perfect Cuboids; and 6) On ax^2+by^2=z^2.