Read e-book online At the Frontier of Spacetime: Scalar-Tensor Theory, Bells PDF

By Torsten Asselmeyer-Maluga

ISBN-10: 3319312979

ISBN-13: 9783319312972

ISBN-10: 3319312995

ISBN-13: 9783319312996

In this e-book, best theorists current new contributions and stories addressing longstanding demanding situations and ongoing growth in spacetime physics.

In the anniversary 12 months of Einstein's basic concept of Relativity, constructed a hundred years in the past, this assortment displays the next and carrying on with fruitful improvement of spacetime theories. the quantity is released in honour of Carl Brans at the social gathering of his eightieth birthday. Carl H. Brans, who additionally contributes individually, is an inventive and self sustaining researcher and one of many founders of the scalar-tensor concept, sometimes called Jordan-Brans-Dicke thought. within the current publication, a lot area is dedicated to scalar-tensor theories.

Since the start of the Nineties, Brans has labored on new types of spacetime, jointly often called unique smoothness, a box principally proven via him. during this Festschrift, one unearths a great and special choice of articles approximately unique smoothness. additionally featured are Bell's inequality and Mach's principle.

Personal stories and historic features around off the collection.

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Read Online or Download At the Frontier of Spacetime: Scalar-Tensor Theory, Bells Inequality, Machs Principle, Exotic Smoothness PDF

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Extra resources for At the Frontier of Spacetime: Scalar-Tensor Theory, Bells Inequality, Machs Principle, Exotic Smoothness

Example text

This was very intimidating and together with the lack of challenging mathematics caused me to pretty much lose interest in ST theory and its empirical status. However, I became interested in the fact that, as far as I knew, no scalar field had survived the introduction of special and general relativity. Of course looking back on the times I am well aware of studies of the significance of conformal transformations of the metric by Weyl and others. I now realize that in the context of the times many people were investigating what is now generally referred to as the Higgs Boson(scalar) in the quantum field theory realm but I was regarding gravity purely as a classical field.

The fact that point masses have a limit of zero self energy later turns out to be critical. The strong principle can be summarized as asserting that all gravitational effects are due to the metric alone which requires assumptions not necessarily made and observed in the weak principle. For many years the work of Eötvös around 1900 was the standard test of the weak principle. However, on closer examination Dicke claimed that the experimental errors inherent in the experiment as done by Eötvös were much greater than believed.

Consider a mass, M, which contains a significant gravitational binding energy. If G is variable, the total amount of this energy will vary from point to point. Ken Nordtvedt proposed a thought experiment to explore the implications of this. Using a constant gravitational field for simplicity suppose that originally M is at height h. It is then broken in half overcoming the binding energy by an amount by an amount G(h) f (M) at the top. Here f (M) is some function depending on the structure of M.

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At the Frontier of Spacetime: Scalar-Tensor Theory, Bells Inequality, Machs Principle, Exotic Smoothness by Torsten Asselmeyer-Maluga

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