Vladimir Vasilyev

most citedPotentials for elliptic boundary value problems in cones

5 citations · 5 across the 3 of their papers we have counts for

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math.AP2014

Discrete singular integrals in a half-space

Alexander V. Vasilyev, Vladimir B. Vasilyev

We consider Calderon -- Zygmund singular integral in the discrete half-space $h Z_{+}^{m}$ , where $Z^{m}$ is entire lattice ( $h > 0$ ) in $R^{m}$ , and prove that the discre…

math.AP2014★ 5 cited

Potentials for elliptic boundary value problems in cones

Vladimir Vasilyev

We consider an elliptic pseudo differential equation in a multi-dimensional cone and starting wave factorization concept we add some boundary conditions. For the simplest cases exp…