We discuss deformation quantization of the Ka¨hler coset space by using the Fedosov formalism. Explicit calculations show that the Killing potentials of the Ka¨hler coset space satisfy the fuzzy algebrae. We also discuss the reduction of the ⋆ product to the Moyal product by taking appropriate Darboux coordinate, and the invariance by canonical and symplectic transformations. This respect of the ⋆ product is explained by studying the fuzzy algebrae of the Ka¨hler coset space. ©2002 American Institute of Physics.