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Concept
Dynkin Diagrams
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Summary
Dynkin Diagrams
are
Graphical Representations
that classify
Simple Lie Algebras
and
Root Systems
, providing a
Visual framework
for understanding their
Structure and relationships
. They consist of
Nodes representing simple roots
, with edges and annotations indicating
Angles and lengths
between these roots, crucial for the
Study of symmetry
in
Mathematics and theoretical physics
.
Concepts
Lie Algebra
Root System
Simple Root
Cartan Matrix
Coxeter Group
Weyl Group
Simple Lie Group
Bourbaki Notation
Kac-Moody Algebra
Affine Dynkin Diagram
Lie Type Groups
Exceptional Groups
Exceptional Lie Groups
E6
Relevant Degrees
Algebra 100%
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