Abstract
We propose an approach to multiculturalism through the lens of Quantum Mechanics (QM). By drawing parallels between quantum systems and multicultural societies, we uncover similarities that enhance our understanding of cultural dynamics. Multiculturalism, much like quantum systems, exhibits both wave-like and discrete properties, manifesting in the fluidity and adaptability of cultural identities alongside their distinct, individual characteristics. We explore the probabilistic nature of multicultural interactions, analogous to probabilistic states in QM, where numerous factors influence cultural outcomes. An interesting focus of this analysis is applying the Cheshire Cat problem to multiculturalism. In QM, the Cheshire Cat problem involves the separation of a particle from its properties, leading to intriguing paradoxes. Multiculturalism can be understood similarly, where cultural identities and their attributes may sometimes appear disjointed, yet retain a coherent overall identity. We seek to bridge the gap between quantum physics and cultural studies, offering a perspective on the dynamic nature of multiculturalism. We advocate for the introduction of quantitative methods into the humanities. This work requires public attention and investment. Collecting descriptions of multiculturalism into one knowledge base and examining possible quantitative factors is essential. This data should be fed into a self-learning AI system to create a mathematical tensor describing multiculturalism. This system would be akin to a periodic table of elements, laying out the diversity of multiculturalism. This framework reveals the fundamental elements of multiculturalism. We delve into the QM of multiculturalism, uncovering new dimensions of cultural analysis and understanding.
Presenters
Vasiliy ZnamenskiyProfessor, Science, Borough of Manhattan Community College, New York, United States
Details
Presentation Type
Theme
KEYWORDS
Multiculturalism, Quantum Mechanics, Cultural Dynamics, Wave-Particle Duality, Probabilistic States, Cheshire
