World Technologies | 2012 | 108 páginas | PDF | 1,48 Mb
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This book explains about Unsolved Problems in Mathematics.
Table of Contents
Chapter 1 - Goldbach's Conjecture
Chapter 2 - Collatz Conjecture
Chapter 3 - Union-Closed Sets Conjecture and Barnette's Conjecture
Chapter 4 - Erdős–Faber–Lovász Conjecture and Inverse Galois Problem
Chapter 5 - Problems in Loop Theory and Quasigroup Theory
Chapter 6 - Hilbert's Problems
Chapter 7 - Hadamard's Maximal Determinant Problem
Chapter 8 - Gauss Circle Problem and Inscribed Square Problem
Chapter 9 - Burnside's Problem
Chapter 10 - Resolution of Singularities
Chapter 11 - Happy Ending Problem
Chapter 12 - Riemann Hypothesis
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