| 摘要 | 第6-10页 |
| Abstract | 第10-13页 |
| Chapter 1 Introduction | 第14-17页 |
| Chapter 2 Basic Introduction and Preliminaries | 第17-31页 |
| 2.1 Algebra | 第17-20页 |
| 2.2 Table Algebra | 第20-24页 |
| 2.3 Examples of Table Algebra | 第24-25页 |
| 2.4 Countable Table Algebra | 第25-28页 |
| 2.5 Main Theorems from [ABCCHM] | 第28-29页 |
| 2.6 Representation Graph | 第29-31页 |
| Chapter 3 The Goal of The Topic and Main Results Will be Obtained in This Thesis | 第31-33页 |
| Chapter 4 NITA (A, B) Generated by Non-real Element of Degree 3 implies that b_3Irr(SL(2,5)) (?)Bb_3\Irr(SL(2,5)) | 第33-47页 |
| 4.1 NITA Generated by a Faithful Element of Degree 2 | 第33-38页 |
| 4.2 Relations Between Irr(SL(2,5)) and Products of b_3 with Some Other Element | 第38-45页 |
| 4.3 Perfect Finite Groups G with a Faithful Irreducible Character of Degree 3 yields that L_2(B)=φ | 第45-47页 |
| Chapter 5 NITAs Generated by a Faithful Non-real Element De-gree 3-Part Ⅰ 34 | 第47-86页 |
| 5.1 Possibilities of b_3b_3 | 第47页 |
| 5.2 NITA satisfying HP 1 | 第47-48页 |
| 5.3 NITA satisfying HP 2 | 第48-49页 |
| 5.4 NITA satisfying HP 3 | 第49-72页 |
| 5.5 NITA satisfying HP 4 | 第72-86页 |
| Chapter 6 NITAs Generated by as Faithful Non-real Element Degree 3-Part Ⅱ 73 | 第86-144页 |
| 6.1 Possibilities of b_3~2 | 第86页 |
| 6.2 NITA satisfying SUB-HP 1 | 第86-91页 |
| 6.3 NITA satisfying SUB-HP 2 | 第91-144页 |
| Bibliography | 第144-148页 |
| Publications | 第148-149页 |
| Acknowledgements | 第149页 |
