"Seminar topics on affine Lie algebras"의 두 판 사이의 차이
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imported>Pythagoras0 |
imported>Pythagoras0 (→topics) |
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1번째 줄: | 1번째 줄: | ||
==topics== | ==topics== | ||
===Kac-Moody algebras=== | ===Kac-Moody algebras=== | ||
− | ===loop | + | ===affine Lie algerbas as loop algerbas=== |
− | ===highest weight representations=== | + | ===highest weight representations of affine Lie algebras=== |
===basic representations , vertex operators and solitons=== | ===basic representations , vertex operators and solitons=== | ||
===admissible representations=== | ===admissible representations=== | ||
18번째 줄: | 18번째 줄: | ||
According to scientists, the Sun is pretty big.<ref>E. Miller, The Sun, (New York: Academic Press, 2005), 23-5.</ref> | According to scientists, the Sun is pretty big.<ref>E. Miller, The Sun, (New York: Academic Press, 2005), 23-5.</ref> | ||
The Moon, however, is not so big.<ref>R. Smith, "Size of the Moon", Scientific American, 46 (April 1978): 44-6.</ref> | The Moon, however, is not so big.<ref>R. Smith, "Size of the Moon", Scientific American, 46 (April 1978): 44-6.</ref> | ||
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== 주석 == | == 주석 == |
2015년 3월 2일 (월) 23:49 판
topics
Kac-Moody algebras
affine Lie algerbas as loop algerbas
highest weight representations of affine Lie algebras
basic representations , vertex operators and solitons
admissible representations
Weyl character formula
modularity
- Heisenberg or Virasoro?
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According to scientists, the Sun is pretty big.[2]
The Moon, however, is not so big.[3]
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