Our intention, at the beginning, was to write a short paper resolving some technical issues in
the theory of topological persistence. Specifically, we wished to present a clean easy-to-use …

Topology of random simplicial complexes: a survey Page 220 Contemporary Mathematics
Volume 620 , 2014 http://dx. doi. org/10.1090/conm/620/12367 Topology of random simplicial …

We introduce the van der Waerden complex vdW (n, k) defined as the simplicial complex
whose facets correspond to arithmetic progressions of length k in the vertex set {1, 2,…, n} …

We study certain random simplicial complexes, called random quota complexes. A quota
complex on $ N+ 1$ weighted vertices is constructed by adding an $ n $-simplex if the sum …

We study a process of generating random positive integer weight sequences {W_n\} W n
where the gaps between the weights {X_n= W_n-W_ n-1\} X n= W nW n-1 are iid positive …

We study certain random simplicial complexes, called random quota complexes. A quota
complex on $ N+ 1$ weighted vertices is constructed by adding an $ n $-simplex if the sum …

We study fundamental properties of Björner's complexes {Δ n} n≥ 1. These simplicial
complexes encode significant. The Prime Number Theorem and the Riemann Hypothesis …

For a collection of convex bodies P 1,…, P n⊂ R d containing the origin, a Minkowski
complex is given by those subsets whose Minkowski sum does not contain a fixed …

AUTO-DUALNI SIMPLICIJALNI KOMPLEKSI, WIHOVA GENERALIZACIJA I PRIMENE U
KOMBINATORICI I GEOMETRIJI Page 1 UNIVERZITET U BEOGRADU MATEMATI^KI …

Doktorant Timotijevi} Marinko je upisao doktorske studije Topologije {kolske 2012/2013 na
Matemati~ kom fakultetu Univerziteta u Beogradu. Tokom studija, poloio je predmete …