Table of contents | 0, 949, 13
- 1. Subgroup generated by a group | 🔗 link | 🗖 nosplit | ↑ parent "Subgroup"
- 2. Quotient group | 45, 949, 11 | 🔗 link | 🗖 nosplit | ↑ parent "Subgroup"
  - 2.1. Subquotient | 64 | 🔗 link | 🗖 nosplit | ↑ parent "Quotient group"
  - 2.2. Relationship between the quotient group and direct products | 304 | 🔗 link | 🗖 nosplit | ↑ parent "Quotient group"
  - 2.3. Normal subgroup | 143, 536, 8 | 🔗 link | 🗖 nosplit | ↑ parent "Quotient group"
    - 2.3.1. Simple group | 48 | 🔗 link | 🗖 nosplit | ↑ parent "Normal subgroup"
    - 2.3.2. Classification of finite groups | 71, 345, 6 | 🔗 link | 🗖 nosplit | ↑ parent "Normal subgroup"
      - 2.3.2.1. Classification of finite simple groups | 84, 166, 4 | 🔗 link | 🗖 nosplit | ↑ parent "Classification of finite groups"
        
        2.3.2.1.1. Monster group | 33 | 🔗 link | 🗖 nosplit | ↑ parent "Classification of finite simple groups"
        
        2.3.2.1.2. Group of Lie type | 35 | 🔗 link | 🗖 nosplit | ↑ parent "Classification of finite simple groups"
        
        2.3.2.1.3. Jordan-Holder Theorem | 14 | 🔗 link | 🗖 nosplit | ↑ parent "Classification of finite simple groups"
        
        2.3.2.1.4. Composition series | 🔗 link | 🗖 nosplit | ↑ parent "Classification of finite simple groups"
      - 2.3.2.2. Group extension problem | 108 | 🔗 link | 🗖 nosplit | ↑ parent "Classification of finite groups"

Ancestors

Group | 0, 3k, 50
Algebra | 0, 3k, 73
Mathematics | 17, 10k, 260
Ciro Santilli's Homepage | 238, 154k, 2k

🔗

Incoming links

Lorentz group | 61, 103, 2

Subgroup

Ancestors

Incoming links