We improve the range of $\ell^ p (\mathbb Z^ d) $-boundedness of the integral $ k $-
spherical maximal functions introduced by Magyar. The previously best known bounds for …

We study the arithmetic analogue of maximal functions on diagonal hypersurfaces. This
paper is a natural step following the papers of [13],[14] and [16]. We combine more precise …

During the past score of years, there has been renewed interest in the area of discrete
analogues in harmonic analysis. This began with an observation of M. Reisz in his work on …

We prove an asymptotic formula for the Fourier transform of the arithmetic surface measure
associated to the Waring–Goldbach problem and provide several applications, including …

We study the arithmetic analogue of maximal functions on diagonal hypersurfaces. This
paper is a natural step following the papers of\cite {Magyar_dyadic},\cite {Magyar_ergodic} …

We prove an asymptotic formula for the Fourier transform of the arithmetic surface measure
associated to the Waring--Goldbach problem and provide several applications, including …

We establish an asymptotic formula for the number of lattice points in the sets S h 1, h 2, h 3
(λ):= x∈ Z+ 3:⌊ h 1 (x 1)⌋+⌊ h 2 (x 2)⌋+⌊ h 3 (x 3)⌋= λ with λ∈ Z+; where functions h 1, h …

9. Organizacija–vodič za predavanja i vježbe, koautor, Ekonomski fakultet Sarajevo, 2006.
10. Samozapošljavanje mladih pokretanjem malog biznisa, Međunarodni forum Bosna …