4 papers
Geometric generalizations in Kresin-Maz'ya Sharp Real-Part Theorems
Lev Aizenberg, Alekos Vidras
In the present article we give geometric generalizations of the estimates from Chapters 5,6,7 from \cite{krem:gnus}, while extending their sharpness to new cases.
Bohr and Rogosinski abscissas for ordinary Dirichlet series
Lev Aizenberg, Victor Gotlib, Alekos Vidras
We prove that the abscissas of Bohr and Rogosinski for ordinary Dirichlet series, mapping the right half-plane into the bounded convex domain are independent…
Analytic Residues along Algebraic Cycles
Carlos A. Berenstein, Alekos Vidras, Alain Yger
We present a restricted version of some affine Jacobi's residue formula (on an affine algebraic variety) with applications to higher dimensional (and affine) analogues of Wood's (o…
On some generalizations of Jacobi's Residue Formula
A. Vidras, A. Yger
Using Bochner-Martinelli type residual currents we prove some generalizations of Jacobi's Residue Formula, which allow proper polynomial maps to have `common zeroes at infinity', i…