activity
20012025
most citedVariational Problems with Fractional Derivatives: Euler-Lagrange Equations

166 citations · 694 across the 58 of their papers we have counts for

collaborators

63 papers

math.FA2025

On a class of Mikhlin multipliers which do not preserve -, -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.FA2024

Topology and regularity for generalized ultradistribution algebras

Stevan Pilipovic, Dragana Risteski, Dimitris Scarpalezos +1

Compiling essential results for non-quasianalytic ultradistribution spaces and Colombeau versions of generalized ultradistribution algebras, we analyze strong - and strong -a…

math.FA2024

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

Stevan Pilipović, Bojan Prangoski, Đorđe Vučković

In the Gelfand-Shilov setting, the localisation operator is equal to the Weyl operator whose symbol is the convolution of with the Wigner transform of the windo…

math.FA2023★ 1 cited

Invertibility of matrix type operators of infinite order with exponential off-diagonal decay

Stevan Pilipovic, Bojan Prangoski, Milica Zigic

We analyse various exponential off-diagonal decay rates of the elements of infinite matrices and their inverses. It is known that such decay of the elements of an infinite matrix d…

math.PR2023★ 7 cited

Stochastic evolution equations with Wick-polynomial nonlinearities

Tijana Levajkovic, Stevan Pilipovic, Dora Selesi +1

We study nonlinear parabolic stochastic partial differential equations with Wick-power and Wick-polynomial type nonlinearities set in the framework of white noise analysis. These e…

math.PR2023★ 18 cited

Stochastic evolution equations with multiplicative noise

Tijana Levajkovic, Stevan Pilipovic, Dora Selesi +1

We study parabolic stochastic partial differential equations (SPDEs), driven by two types of operators: one linear closed operator generating a semigroup and one linear bound…