DOGODEK ODPADE: Predavanje prof. dr. Boruta Ošlaja: Kvantna fizika med dejanskostjo in stvarnostjo

Spoštovani,

obveščamo vas, da predavanje prof. dr. Boruta Ošlaja zaradi bolezni odpade.

Hvala za razumevanje.

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Prijazno vabljeni na predavanje prof. dr. Boruta Ošlaja z naslovom Kvantna fizika med dejanskostjo in stvarnostjo, ki bo v sredo, 17. decembra 2025, ob 18. uri v dvorani Slovenske matice (Kongresni trg 8/I, Ljubljana).

V prispevku bo predavatelj na podlagi nekaterih temeljnih kvantno-fizikalnih spoznanj in eksperimentov predstavil in premislil razmerje med dejanskostjo in stvarnostjo kot dveh povezanih, korelativnih sistemov, od katerih prvi nakazuje kvantno področje nebivajočega, drugi pa natančneje označuje vse strukture bivajočega. Pri tem bosta posebne pozornosti deležna dva različna interpretativna koncepta kvantne fizike: Rovellijeva relacijska interpretacija na eni ter Bohmova in Dürrova holistična na drugi strani.

Predavanje sodi v cikel, ki ga organizira Filozofski odsek Slovenske matice.
Izvedbo predavanja in posnetek je finančno podprla Javna agencija za znanstvenoraziskovalno in inovacijsko dejavnost RS.

Izvleček predavanja (v angleškem jeziku)

Potential and Actual Infinity – Sources of Contemporary Discussions in the Philosophy of Mathematics

The notion of infinity is a common point shared by various domains of human thought. We encounter it, for example, in mathematics, physics, theology, literature, and philosophy. Each of these fields approaches the concept of infinity in a specific way, according to its own framework and aims. However, for each of them, it is possible to identify certain shared perspectives regarding the notion of infinity. Among other things, what they all have in common is the presence of a certain level of mathematical attribution of that concept.

In this talk, we will focus on the concepts of potential and actual mathematical infinity, as well as on the ontological dilemmas that arise in connection with these concepts for contemporary Platonists in mathematics. We will examine the effectiveness of several contemporary Platonist tools when it comes to the core claims of mathematical Platonism related to the notion of infinity.