B. Prangoski

collaborators

3 papers

math.FA2025

On a class of Mikhlin multipliers which do not preserve $L^{1}$ -, $L^{\infty}$ -regularity and continuity

Pavel Dimovski, Stevan Pilipovic, Bojan Prangoski

We show that every Fourier multiplier with real-valued and positively homogeneous symbol of order 0, supported in a cone whose dual cone has a nonempty interior and such that the a…

math.AP2024

Spaces of distributions with Sobolev wave front in a fixed conic set: compactness, pullback by smooth maps and the compensated compactness theorem

Stevan PilipoviÄ, Bojan Prangoski

We consider the space $D_{L}^{' r} (M; E)$ of distributional sections of the smooth complex vector bundle $E \to M$ whose Sobolev wave front set of order $r \in R$ …

math.FA2024

Extension of Localisation Operators to Ultradistributional Symbols With Super-Exponential Growth

Stevan PilipoviÄ, Bojan Prangoski, ÄorÄe VuÄkoviÄ

In the Gelfand-Shilov setting, the localisation operator $A_{a}^{I ¨ _{1}, I ¨ _{2}}$ is equal to the Weyl operator whose symbol is the convolution of $a$ with the Wigner transform of the win…

On a class of Mikhlin multipliers which do not preserve L1-, L∞-regularity and continuity

Spaces of distributions with Sobolev wave front in a fixed conic set: compactness, pullback by smooth maps and the compensated compactness theorem

Extension of Localisation Operators to Ultradistributional Symbols With Super-Exponential Growth

On a class of Mikhlin multipliers which do not preserve $L^{1}$ -, $L^{\infty}$ -regularity and continuity