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Bailey L. (ed.) Gauge theories and differential geometry

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Bailey L. (ed.) Gauge theories and differential geometry
New York: Nova Publishers, 2016. — 319 p.
Contents:
Preface
From Thermodynamics to Gauge Theory: The Virial Theorem Revisited
Gravitational Gauge Theory of Spinorial and Vectorial Gravitating Matter Fields
Gravitational Gauge Theory as a Route to Gravity-Gauge Unification
Poincaré Gauge Theory of Gravity, Gravitational Interaction and Regular Accelerating Universe
Cutoff Regularization Method in Gauge Theories
An Approach to Fractional Differential Geometry and Fractal Space-Time via Fractional Calculus for Non-Differentiable Functions
A Note on the Infinitesimal Baker-Campbell-Hausdorff Formula
On the Curve Diffusion Flow: Invariant Functionals and Gauge Transformations
Index
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