The paper asserts a two-sided Dirichlet domain for cyclic loxodromic product isometries of the complex hyperbolic bidisk, but the proof has serious gaps.
Parker,Notes on Complex Hyperbolic Geometry, Available athttps://maths.dur.ac.uk/users/ john.r.parker/notes/chg.pdf
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Equidistant Hypersurfaces Of The Complex Bidisk $\mathbb{H}^2_{\mathbb{C}}\times \mathbb{H}^2_{\mathbb{C}}$
The paper asserts a two-sided Dirichlet domain for cyclic loxodromic product isometries of the complex hyperbolic bidisk, but the proof has serious gaps.