Space-time, Yang-mills Gravity, And Dynamics Of Cosmic Expansion: How Quantum Yang-mills Gravity In The Super-macroscopic Limit Leads To An Effective Gμv(t) And New Perspectives On Hubble's Law, The Cosmic Redshift And Dark Energy
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A01=Jong-ping Hsu
A01=Leonardo Hsu
Author_Jong-ping Hsu
Author_Leonardo Hsu
Category=PHR
Dynamics of Cosmic Expansion
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eq_isMigrated=2
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Hubble's Law and Cosmic Redshift Based on Yang-Mills Gravity in Inertial Frames
Hubble's Law and Cosmic Redshift Based on YangAcAEURA"Mills Gravity in Inertial Frames
Hubble's Law and Cosmic Redshift Based on Yang–Mills Gravity in Inertial Frames
Quantum Yang-Mills Gravity
Quantum YangAcAEURA"Mills Gravity
Quantum Yang–Mills Gravity
Space-Time Transformations of Non-Inertial Frames
Space-Time Translational Gauge Symmetry
SpaceAcAEURA"Time Transformations of Non-Inertial Frames
SpaceAcAEURA"Time Translational Gauge Symmetry
Space–Time Transformations of Non-Inertial Frames
Space–Time Translational Gauge Symmetry
Product details
- ISBN 9789811200434
- Publication Date: 27 Nov 2019
- Publisher: World Scientific Publishing Co Pte Ltd
- Publication City/Country: SG
- Product Form: Hardback
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This book shows how one can combine Yang-Mills gauge symmetry and effective Einstein-Grossmann metric tensors to tackle physical problems at microscopic, macroscopic and super-macroscopic length scales. In particular, the combination of gauge symmetry and an effective metric tensor provides a framework for and leads to an alternative dynamics of cosmic expansion based on quantum Yang-Mills gravity at the super-macroscopic limit. Together with the cosmological principle, one can investigate and derive expanding scale factors, the age of the universe, the cosmic redshift, and the Hubble recession velocity. Furthermore, this framework leads to a possible explanation for the late-time accelerated cosmic expansion due to baryon masses and charges. All these discussions are based on the operationally defined space and time coordinates of inertial frames. Finally, this book expounds on the intimate relationship between space-time translation gauge symmetry and the beautiful ideas of the Lie derivative and Pauli's variation. One interesting application of the Lie derivative is to formulate a gravitational theory with an external space-time gauge group, which leads to Yang-Mills gravity.
