6 citations · 11 across the 11 of their papers we have counts for
4 papers · 1 filter
Oscillatory Integrals and Fractal Dimension
Jean-Philippe Rolin, Domagoj Vlah, Vesna Zupanovic
We study geometrical representation of oscillatory integrals with an analytic phase function and a smooth amplitude with compact support. Geometrical properties of the curves defin…
Fractal properties of Bessel functions
Luka Korkut, Domagoj Vlah, Vesna Zupanovic
A fractal oscillatority of solutions of second-order differential equations near infinity is measured by oscillatory and phase dimensions. The phase dimension is defined as a box d…
Geometrical properties of a class of systems with spiral trajectories in R^3
Luka Korkut, Domagoj Vlah, Vesna Zupanovic
Here we study a class of second-order nonautonomous differential equations, and the corresponding planar and spatial systems, from the point of view of fractal geometry. The fracta…
Wavy spirals and their fractal connection with chirps
Luka Korkut, Domagoj Vlah, Darko Zubrinic +1
We study the fractal oscillatority of a class of real functions near . It is measured by oscillatory and phase dimensions, defined as box dimensions of the…