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20112026
most citedGreedy controllability of finite dimensional linear systems

22 citations · 36 across the 8 of their papers we have counts for

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6 papers · 1 filter

math.AP2022★ 1 cited

Greedy search of optimal approximate solutions

Martin Lazar, Enrique Zuazua

In this paper we develop a procedure to deal with a family of parameter-dependent ill-posed problems, for which the exact solution in general does not exist. The original problems…

math.AP2015★ 12 cited

Localisation principle for one-scale H-measures

Nenad Antonić, Marko Erceg, Martin Lazar

Microlocal defect functionals (H-measures, H-distributions, semiclassical measures, etc.) are objects which determine, in some sense, the lack of strong compactness for weakly conv…

math.AP2015

Exploring limit behaviour of non-quadratic terms via H-measures. Application to small amplitude homogenisation

Martin Lazar

A method is developed for analysing asymptotic behaviour of terms involving an arbitrary integer order powers of L p functions by means of H-measures. It is applied to the small am…

math.AP2015

Stability of Observations of Partial Differential Equations under Uncertain Perturbations

Martin Lazar

We analyse stability of observability estimates for solutions to wave and Scr\" odinger equations subjected to additive perturbations. The paper generalises the recent averaged obs…

math.AP2013★ 1 cited

On the velocity averaging for equations with optimal heterogeneous rough coefficients

Martin Lazar, Darko Mitrovic

Assume that is a sequence of solutions to heterogeneous equations with rough coefficients and fractional derivatives, weakly converging to zero in , wi…

math.AP2011

Velocity averaging -- a general framework

Martin Lazar, Darko Mitrovic

We prove that the sequence of averaged quantities $\int_{\R^m}u_n(\mx,\msnop)$ $ρ(\msnop)d\msnop$, is strongly precompact in $\Ldl\Rd$, where $ρ\in \Ldc{\R^m}$, and $u_n\in \Ld{\R^…