Is there a Virasoro group?
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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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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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Is there a virasoro group???
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The answer of u r question is..✌️✌️
Is there a virasoro group???
Ans:✍️✍️✍️✍️✍️
According to the OALD group can actually servers are there a plural or singular noun the category the given is countable + singular or plural verb for an example of correct uses a group of us are going in the theatre this evening..
Thank you..⭐️⭐️⭐️
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