Remark 5.1 . [04JQ]

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Remark 5.1.

We shall denote by

\omega_{\mathbb{C}^{m}}=\frac{i}{2}\sum_{k}dz_{k}\wedge d\overline{z}_{k}

the standard symplectic structure on $\mathbb{C}^{m}$ and $\omega_{0}$ will denote the reduced symplectic form of the reduced space $(X_{t},\omega_{t})$ at time $t=0$ .