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LFM Pure
Matrices
grandes-ecoles 2017 Q4
grandes-ecoles 2017 Q4
grandes-ecoles
· France
· x-ens-maths1__mp
Matrices
Bilinear and Symplectic Form Properties
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Show that, if there exists a symplectic form on $E$, then $E$ is of even dimension.
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Show that, if there exists a symplectic form on $E$, then $E$ is of even dimension.
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