Jasmina Angelevska

Saints Cyril and Methodius University of Skopje · Faculty of Electrical Engineering and Information Techologies

Distinguishing between benign and malignant moles is crucial for early detection and treatment of skin cancer, as malignant moles can develop into life-threatening conditions if not identified promptly. Doctors often use the ABCDE criteria (Asymmetry, Border, Color, Diameter, and Evolution) to assess and differentiate these moles. In the analysis o...

Од март 2020 година, заради пандемијата со вирусот Ковид 19, наставата на Факултетот за електротехника и информациски технологии (ФЕИТ) при Универзитетот „Св. Кирил и Методиј“ во Скопје, се одвиваше онлајн, со посредство на платформата Zoom. Испитите, како и парцијалните испити, се реализираа во трите редовни испитни сесии на два начина: онлајн и с...

Efficient approach for full-wave modelling of grounding systems is provided. First the electric field integral equations are cast in form that is more suitable for grounding analysis and have improved convergence. Then numerical evaluation of the Sommerfeld integrals is substituted by bivariate cubic interpolation procedure of the solutions from pr...

We investigate the Hausdorff measure and content on a class of quasi self-similar sets that include, for example, graph-directed and sub self-similar and self-conformal sets. We show that any Hausdorff measurable subset of such a set has comparable Hausdorff measure and Hausdorff content. In particular, this proves that graph-directed and sub self-...

This year in the Republic of Macedonia were held various competitions in the field of mathematics on all levels in primary and secondary school: school, municipality, regional, state competitions and Olympiads, as it is a tradition for many years in the past. Also, Republic of Macedonia was one of the participating countries on some world famous ma...

We show that self-conformal subsets of $\mathbb{R}$ that do not satisfy the weak separation condition have full Assouad dimension. Combining this with a recent results by K\"aenm\"aki and Rossi we conclude that an interesting dichotomy applies to self-conformal and not just self-similar sets: if $F\subset\mathbb{R}$ is self-conformal with Hausdorff...