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A noncommutative analogue of |D(Xk|=|kXk−1| |
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| Authors: | VS Sunder |
| Institution: | School of Mathematics Tata Institute of Fundamental Research Homi Bhabba Road, Bombay 400 005, India |
| Abstract: | The paper concerns alternating powers of a Hilbert space. Let ∧k be defined by ∧k(A)(x1∧?∧xk)=Ax1∧?∧Axk. It is proved that the norm of the linear map D∧k(A) depends only upon |A| and is assumed at the identity. |
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