One-scale H-distributions and variant

Small-amplitude homogenization of elastic plates via H-measures

Continuity of pseudodifferential operators with nonsmooth symbols on mixed-norm Lebesgue spaces

Distributions of anisotropic order and applications to H-distributions

On relationship between H-distributions and microlocal compactness forms

Continuity of linear operators on mixed-norm Lebesgue and Sobolev spaces

Continuity of pseudodifferential operators on mixed-norm Lebesgue spaces

Friedrichs operators as dual pairs

One-scale H-distributions

Friedrichs systems as dual pairs

Friedrichs operators as dual pairs and contact interactions

On Compactness of Commutators of Multiplications and Fourier Multipliers

Extension of Cordes' and Tartar's results on compactness of commutators

Friedrichs operators as dual pairs

Complex Friedrichs systems and applications

Hilbert space approach to PDEs of Friedrichs type

Friedrichs systems in a Hilbert space framework: solvability and multiplicity

Anisotropic distributions and applications

Localisation principle for one-scale H-measures

Friedrichs systems in a Hilbert space framework : Solvability and multiplicity

Complex Friedrichs systems and applications

Applications of a version of the Schwartz kernel theorem for anisotropic distributions

One-scale H-distributions

On Lp Compactness of Commutator of Multiplication and Fourier Multiplier Operator

On the Hörmander-Mihlin theorem for mixed-norm Lebesgue spaces

H-distributions and compensated compactness

Complex Friedrichs systems and applications

H-distributions, distributions of anisotropic order and Schwartz kernel theorem

Lp version of the First commutation lemma

On continuity of linear operators on mixed-norm Lebesgue spaces

Localisation principles for variant H-measures

Microlocal defect functionals and applications

Friedrichs systems (with complex coefficients)

H-distributions in various settings

One-scale H-measures, variants and applications

On H-distributions

On the Hörmander-Mihlin theorem for mixed-norm Lebesgue spaces

One-scale H-distributions

Localisation principle for 1-scale H-measures

Localisation principle for 1-scale H-measures

One-scale H-measures

One-scale variants of H-measures

Second-order equations as Friedrichs systems

Heat equation as a Friedrichs system

Comparison of H-measures and semiclassical measures

Parabolic H-measures

H–distributions: an extension of H-measures

Semiclassical distributions

Boundedness of pseudodifferential operators on Lebesgue spaces with mixed norm

Semiclassical distributions - an extension of semiclassical measures

Parabolic H-measures

Some-generalisations of H-measures

Heat equation as a Friedrichs system

Boundary operator from matrix field formulation of boundary conditions for Friedrichs systems

H-distributions : An extension of H-measures to an L^p - L^q setting

Boundedness of pseudodifferential operators on mixed-norm spaces

Boundedness of pseudodifferential operators on Lebesgue spaces with mixed norm

Connecting classical and abstract theory of Friedrichs systems via trace operator

Partial relaxation and optimal design problems

Application of parabolic H-measures to the vibrating plate equation

Semiclassical limit

Homogenisation, and beyond

Parabolic variant of H-measures in homogenisation of a model problem based on Navier– Stokes equation

Some advances in optimality criteria method

Boundary conditions for Friedrichs' systems

On equivalent descriptions of boundary conditions for Friedrichs systems

Intrinsic boundary conditions for Friedrichs systems

How to pose boundary conditions for Friedrichs systems?

Krein spaces applied to Friedrichs' systems

Small-amplitude homogenisation of diffusion equation

Parabolic H-convergence and small-amplitude homogenisation

Graph spaces of first-order linear partial differential operators

On equivalence of two descriptions of boundary conditions for Friedrichs systems

H-measures and variants applied to parabolic equations

A parabolic variant of H-measures

An application of parabolic H-measures

Small-amplitude homogenisation of parabolic problems

Small-amplitude homogenisation of diffusion equation

What feeds oscillations in the Schroedinger type equations?

Gradient methods for multiple state optimal design problems

Variant H-measures and applications

A parabolic variant of H-measures

Graph representation for asymptotic expansion in homogenisation of nonlinear first-order equations

A parabolic variant of H-measures

On transport property of variant H-measures

Sequential laminates in multiple state optimal design problems

A parabolic variant of H-measures

H-measures Applied to Nonhyperbolic Equations

On certain properties of spaces of locally Sobolev functions

Computer-Aided Computation of Asymptotic Exspansions in Nonlinear Homogenisation Problems with Memory Effects

H-measures applied to parabolic equations

On some properties of homogenised coefficients for stationary diffusion problem

Sequential laminates in multiple state optimal design problems

Compensated compactness applied to theory of hyperbolic systems

On some properties of homogenised coefficients for stationary diffusion problem

On some projections of the homogenised coefficients in stationary diffusion equation

On some projections of homogenised coefficients for stationary diffusion equation

On certain properties of spaces of locally Sobolev functions

Microlocal energy density for hyperbolic systems

H-mjere i primjene

Multiscale Problems in Science and Technology: Challenges to Mathematical Analysis and Perspectives

Measure and integral

Graphs and asymptotic expansions in homogenisation of nonlinear equations

Computation of power series expansions in homogenisation of nonlinear equations

Propagation of oscillations in semilinear hyperbolic partial differential equation

Nonlocal effects in homogenisation: nonlinear first-order equation

Microlocal energy densities for semilinear wave equations

Microlocal energy density for hyperbolic systems

Homogenisation of nonlinear elliptic systems

Optimal design for vibrating plates

Optimal microstructures for relaxed two-well energy

Homogenisation and optimal design for plates

Young and H-Measures for Relaxation of Multi-Well Energies

Optimal shape design for layered plates

Varijacijski modeli mikrostruktura

Optimal shape design and hyperbolic problems

Optimal design for plates and relaxation

Application of homogenisation in problems of optimal design

Optimal design for vibrating plates

Optimal design and hyperbolic problems

Youngove mjere i primjene

Homogenisation and optimal design for plates

Optimal design for plates and relaxation

Optimal design and hyperbolic problems

On a variational problem related to a model of black and white printing

Nonlocal effects introduced by homogenisation

Estimating sedimentation of glycogen through linear concentration gradient of glycerol solution

H-measures applied to symmetric systems

H-measures and propagation of singularities

Memory effects in homogenisation: Linear second-order equations

Homogenisation in fluid mechanics