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The bundle map $\pi_{h}: \Gamma((A_{tJ})_{t\in [0,1]})\lra A_{hJ}$, for every$h\in [0,1]$, of the continuous field $(A_{tJ})_{t\in [0,1]}$ associated to theRieffel deformation $A_{J}$ of a C*-algebra $A$ is shown to be a KK-equivalenceby using a 2-cocycle twisting approach and RKK-fibrations.

KK-fibrations arising from Rieffel deformations