Inhomogenous Discrete Calderón Reproducing Formulas for Spaces of Homogenous Type.
Integral power sums of Hecke eigenvalues
Logarithmic Surfaces and Hyperbolicity
In 1981 J. Noguchi proved that in a logarithmic algebraic manifold, having logarithmic irregularity strictly bigger than its dimension, any entire curve is algebraically degenerate.
In the present paper we are interested in the case of manifolds having logarithmic irregularity equal to its dimension. We restrict our attention to Brody curves, for which we resolve the problem completely in dimension 2:
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