Article ID: CBB866089057

Roger Boscovich and the Quantum Mechanical Combination of Dynamic and Statistical Laws (2015)

unapi

In this article I firstly examine Boscovich’s attitude towards laws of nature, which can be best inferred from his magnum opus Theoria philosophiae naturalis (1758) and from De continuitatis lege (1754). Secondly, I give an account of a contemporary view on laws on nature by Weingartner and Mittelstaedt, who recognize two types of laws, dynamic and statistical. Focussing on the latter type of laws, I present a short overview of their gradual establishment and stress Boscovich’s remarkable contribution in this regard. The establishment of statistical laws, which were in his time not recognized as such, played a key supporting role for the emerging modern scientific theory of atomism, of which Boscovich was one of the pioneers. This association of statistical laws and atomism had an impact on the formation of quantum mechanics, which can be understood as combining both types of natural laws. I conclude the article with an epistemic reflection, arguing that this duality of laws is to some extent implicit in Boscovich’s distinction, which he makes in De continuitatis lege, between the potential and actual, concepts which he acquired from Aristotle but modified by connecting them to the concepts of continuity and discreteness.

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Authors & Contributors
Marko Uršič
Rogers, David M.
Päs, Heinrich
Terrall, Mary
Tavel, Morton
Sylla, Edith Dudley
Concepts
Physics
Dynamics
Quantum mechanics
Statistical mechanics
Natural laws
Motion (physical)
Time Periods
18th century
20th century
Ancient
Medieval
21st century
20th century, early
Places
Greece
France
United States
Europe
Institutions
Fermi National Accelerator Laboratory (United States)
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