U srijedu, 24.06.2026. u 16.15 u dvorani A001 na PMF-MO,

Christopher Mouron,

Rhodes College (The University of Rock and Soul),

Memphis, TN

 

održat će seminar pod naslovom: How the shape and topological structure of continua determine the admittance of different dynamical properties of homeomorphism of continua.

 

Abstract: A continuum $X$ is a connected,  compact metric space. I am interested in how homeomorphisms $h:X\longrightarrow X$ of continua that has various dynamical properties such as expansiveness, specification, mixing, transitivity, et cetera,  force the ambient continuum $X$ with various shape properties such as arc-like, tree-like, circle-like, finitely cyclic,  et cetera, to have particular topological properties related to different forms of indecomposablity. 

 

Pozivaju se svi zainteresirani.

Maja Resman