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Foundations of Physics, 2012
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2005
AbstractThis chapter shows that the general calculus of variations can be used to derive variational principles in mechanics. Two different, but closely related, variational principles are presented here: Hamilton's Principle and the phase-space Hamilton's Principle.
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AbstractThis chapter shows that the general calculus of variations can be used to derive variational principles in mechanics. Two different, but closely related, variational principles are presented here: Hamilton's Principle and the phase-space Hamilton's Principle.
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Resonance, 1978
The underlying idea in Mach’s principle is that the origin of inertia or mass of a particle is a dynamical quantity determined by the environment, in particular the rest of the matter in the universe. In this article, we discuss the role of this idea in the Brans-Dicke theory of gravitation and the Hoyle-Narlikar cosmology.
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The underlying idea in Mach’s principle is that the origin of inertia or mass of a particle is a dynamical quantity determined by the environment, in particular the rest of the matter in the universe. In this article, we discuss the role of this idea in the Brans-Dicke theory of gravitation and the Hoyle-Narlikar cosmology.
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