Frontiers of Fundamental Physics 4 2001
DOI: 10.1007/978-1-4615-1339-1_19
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Normalized Weyl-type *-product on Kähler manifolds

Abstract: We define a normalized Weyl-type ⋆-product on general Kähler manifolds. Expanding this product perturbatively we show that the cumbersome term, which appears in a Berezin-type product, does not appear at least in the first order ofh. This means a normalization factor, which is introduced by Reshetikhin and Takhtajan for a Berezin-type product, is unnecessary for our Weyl-type product at that order.

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