Abstract
In her PhD thesis [M08] Milin developed a Z k-equivariant version of the contact homology groups constructed in [EKP06] and used it to prove a Z k-equivariant contact non-squeezing theorem. In this article, we re-obtain the same result in the setting of generating functions, starting from the homology groups studied in [S11]. As Milin showed, this result implies orderability of lens spaces.
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