Context Card: He is most famous for proving Monstrous Moonshine, a conjecture of ... This talk was the introduction to the Berkeley graduate number theory discussion seminar on 2020-10-28, and the aim was to ...

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This talk was the introduction to the Berkeley graduate number theory discussion seminar on 2020-10-28, and the aim was to ... groups: cyclic groups of prime order, alternating groups An (n bigger than 4), groups of Lie type, and the 26

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I would like to tell you a bit about my favorite theorems, ideas or concepts in mathematics and why I like them so much. He is most famous for proving Monstrous Moonshine, a conjecture of ...

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  • This talk was the introduction to the Berkeley graduate number theory discussion seminar on 2020-10-28, and the aim was to ...
  • He is most famous for proving Monstrous Moonshine, a conjecture of ...
  • I would like to tell you a bit about my favorite theorems, ideas or concepts in mathematics and why I like them so much.
  • groups: cyclic groups of prime order, alternating groups An (n bigger than 4), groups of Lie type, and the 26

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Image References

Why Do Sporadic Groups Exist?
Sporadic groups
What are...sporadic groups?
Sporadic Groups - Prof Richard Borcherds - The Archimedeans
Group theory, abstraction, and the 196,883-dimensional monster
Simple Groups - Abstract Algebra
Turning Sporadic Groups into Puzzles
Math talk: Sporadic groups and number theory
How to Construct Every Symmetry | Decomposition, Extension, and Classification of Groups
Symmetry Isn't What You Think (Group Theory Tier List)
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Why Do Sporadic Groups Exist?

Why Do Sporadic Groups Exist?

Read more details and related context about Why Do Sporadic Groups Exist?.

Sporadic groups

Sporadic groups

Read more details and related context about Sporadic groups.

What are...sporadic groups?

What are...sporadic groups?

Goal. I would like to tell you a bit about my favorite theorems, ideas or concepts in mathematics and why I like them so much.

Sporadic Groups - Prof Richard Borcherds - The Archimedeans

Sporadic Groups - Prof Richard Borcherds - The Archimedeans

Prof. Richard Borcherds received a Fields medal in 1998. He is most famous for proving Monstrous Moonshine, a conjecture of ...

Group theory, abstraction, and the 196,883-dimensional monster

Group theory, abstraction, and the 196,883-dimensional monster

Read more details and related context about Group theory, abstraction, and the 196,883-dimensional monster.

Simple Groups - Abstract Algebra

Simple Groups - Abstract Algebra

... groups: cyclic groups of prime order, alternating groups An (n bigger than 4), groups of Lie type, and the 26

Turning Sporadic Groups into Puzzles

Turning Sporadic Groups into Puzzles

Read more details and related context about Turning Sporadic Groups into Puzzles.

Math talk: Sporadic groups and number theory

Math talk: Sporadic groups and number theory

This talk was the introduction to the Berkeley graduate number theory discussion seminar on 2020-10-28, and the aim was to ...

How to Construct Every Symmetry | Decomposition, Extension, and Classification of Groups

How to Construct Every Symmetry | Decomposition, Extension, and Classification of Groups

... to why classifying all finite groups is impossible. Links: Video that introduces

Symmetry Isn't What You Think (Group Theory Tier List)

Symmetry Isn't What You Think (Group Theory Tier List)

Read more details and related context about Symmetry Isn't What You Think (Group Theory Tier List).