Is there a Virasoro group?
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Hey mate here is your answer
In particular, there does not exist a real Lie group whose Lie algebra is Vect ( S ) C . Theorem 5.4. There does not exist a complex Lie group whose Lie algebra is the (locally convex) completion of the Virasoro algebra. At first glance, these two sources seem to be at odds with one another.
Hope this answer will help you!!!
In particular, there does not exist a real Lie group whose Lie algebra is Vect ( S ) C . Theorem 5.4. There does not exist a complex Lie group whose Lie algebra is the (locally convex) completion of the Virasoro algebra. At first glance, these two sources seem to be at odds with one another.
Hope this answer will help you!!!
1Aarohi1:
Gii
Answered by
1
HEYA!!
In particular, there does not exist a real Lie group whose Lie algebra is Vect ( S ) C . Theorem 5.4. There does not exist a complex Lie group whose Lie algebra is the (locally convex) completion of the Virasoro algebra. At first glance, these two sources seem to be at odds with one another.
^_^
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