Social Fröhlich condensation : preserving societal order through sufficiently intensive information pumping

• Purpose This paper aims to present the basic assumptions for creation of social Frohlich condensate and attract attention of other researchers (both from physics and socio-political science) to the problem of modeling of stability and order preservation in highly energetic society coupled with social energy bath of high temperature. Design/methodology/approach The model of social Frohlich condensation and its analysis are based on the mathematical formalism of quantum thermodynamics and field theory (applied outside of physics). Findings The presented quantum-like model provides the consistent operational model of such complex socio-political phenomenon as Frohlich condensation. Research limitations/implications The model of social Frohlich condensation is heavily based on theory of open quantum systems. Its consistent elaboration needs additional efforts. Practical implications Evidence of such phenomenon as social Frohlich condensation is demonstrated by stability of modern informationally open societies. Social implications Approaching the state of Frohlich condensation is the powerful source of social stability. Understanding its informational structure and origin may help to stabilize the modern society. Originality/value Application of the quantum-like model of Frohlich condensation in social and political sciences is really the novel and original approach to mathematical modeling of social stability in society exposed to powerful information radiation from mass-media and Internet-based sources.

Subject headings

NATURVETENSKAP  -- Matematik -- Annan matematik (hsv//swe)

NATURAL SCIENCES  -- Mathematics -- Other Mathematics (hsv//eng)

Keyword

Social Fröhlich condensate

Societal stability

Order preserving

Quantum-like modeling

High social temperature

Information field

Information reservoir

Bose-Einstein statistics

Planck formula

Information overload

Indistinguishability

Social energy

Social atoms

Mathematics

Matematik

Publication and Content Type

ref (subject category)

art (subject category)