MOND's acceleration scale as a fundamental quantity

Abstract

Some quantum-cosmic scaling relations indicate that the MOND acceleration parameter a_0 could be a fundamental quantity ruling the self-gravitating structures, ranging from stars and globular clusters up to superclusters of galaxies and the whole observed universe. We discuss such coincidence relations starting from the Dirac quantization condition ruling the masses of primordial black holes.

6 pages

References in corpus (4)

• Bimetric MOND gravity
• The Axis of Evil revisited
• Astrophysical structures from primordial quantum black holes
• Fractal large-scale structure from a stochastic scaling law model

Cited by in corpus (12)

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• A cosmological dust model with extended f(chi) gravity
• Tracking the Local Group Dynamics by Extended Gravity
• A Phase Space Diagram for Gravity
• Entropic-gravity derivation of MOND
• Non-vacuum relativistic extensions of MOND using metric theories of gravity with curvature-matter couplings and their applications to the accelerated expansion of the Universe without dark components
• Dynamics of clusters of galaxies with extended $f(\chi )$ gravity
• Multidimensional representation of semantic relations between physical theories, fundamental constants and units of measurement with formal concept analysis
• MOND and Natural Scales of Distance and Mass
• Modified Newtonian dynamics and hadronic scales