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Prispevek obravnava prepletenost spletov v kontekstu spletne homotopije. Predstavljene so osnovne definicije in invariante ter relativno preprosti klasifikaciji spletno homotopskih tipov spletov s tremi ali manj komponentami in skoraj preprostih spletov s poljubnim številom komponent v evklidskem prostoru. Prispevek se konča z razpravo o sodobnejših rezultatih ter bodočem delu na področju raziskovanja spletne homotopije.
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The presentation discusses linking in the context of link homotopy. It presents the basic definitions and invariants, along with the relatively simple classifications of link homotopy types of links with three or fewer components and almost simple links with an arbitrary number of components in Euclidean space. The presentation concludes with a discussion of contemporary results and future work in researching link homotopy.
