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20132015
most citedDecomposition theorem and Riesz basis for axisymmetric potenials in the right hal-plane

3 citations · 3 across the 2 of their papers we have counts for

collaborators

3 papers

math.CV2015

A boundary Problem for conjugate conductivity equations

Slah Chaabi, Stéphane Rigat, Franck Wielonsky

We give explicit integral formulas for the solutions of planar conjugate conductivity equations in a circular domain of the right half-plane with conductivity , $p\in\m…

math.CV2014★ 3 cited

Decomposition theorem and Riesz basis for axisymmetric potenials in the right hal-plane

Slah Chaabi, Stephane Rigat

The Weinstein equation with complex coefficients is the equation governing generalized axisymmetric potentials (GASP) which can be written as $L_m[u]=Δu+\left(m/x\right)\partial_x…

math.AP2013

Pseudo-holomorphic functions at the critical exponent

Laurent Baratchart, Alexander Borichev, Slah Chaabi

We study Hardy classes on the disk associated to the equation $\bar\d w=α\bar w$ for with . The paper seems to be the first to deal with the case .…