The paper gives explicit, radius-independent upper bounds for the coefficients of the discrete Laplacian on hyperbolic circle patterns for all weights in [0, π) satisfying a structural condition.
Chang, Global existence and convergence of solutions of Calabi flow on surfaces of genus h ≥ 2 , Kyoto J
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Improved explicit estimates for the discrete Laplace operator with hyperbolic circle patterns
The paper gives explicit, radius-independent upper bounds for the coefficients of the discrete Laplacian on hyperbolic circle patterns for all weights in [0, π) satisfying a structural condition.