L. Shartser

activity

20092011

most citedSchrödinger operators and unique continuation. Towards an optimal result

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

collaborators

3 papers

math.GT2011

On $L^{p}$ inequality for differential forms and $L^{p}$ cohomology of a semialgebraic set for $p >> 1$

Leonid Shartser

We study Poincaré type $L^{p}$ inequality on a compact semialgebraic subset of $R^{n}$ for $p >> 1$ . First we derive a local inequality by using a Lipschitz deformation retraction with…

math.DG2010★ 1 cited

Note on explicit proof of Poincare inequality for differential forms on manifolds

Leonid Shartser

We prove a Poincare type inequality for differential forms on compact manifolds by means of a constructive 'globalization' of a local Poincare inequality on convex sets.

math.AP2009★ 4 cited

Schrödinger operators and unique continuation. Towards an optimal result

D. Kinzebulatov, L. Shartser

In this article we prove the property of unique continuation (also known for C^\infty functions as quasianalyticity) for solutions of the differential inequality |Δu| \leq |Vu| for…

On Lp inequality for differential forms and Lp cohomology of a semialgebraic set for p>>1

Note on explicit proof of Poincare inequality for differential forms on manifolds

Schrödinger operators and unique continuation. Towards an optimal result

On $L^{p}$ inequality for differential forms and $L^{p}$ cohomology of a semialgebraic set for $p >> 1$