From Galileo to Lorentz… and beyond

Principles of a fundamental theory of space and time
(paperback, 94 pages; ISBN 0-9732911-1-7)

Joseph Lévy

Relativity theory has enabled physics to take a great step forward. Nevertheless, unlike many of his followers, Einstein was not satisfied with his theory. In fact, in a 1947 letter to his friend Maurice Solovine he stated: “You imagine that deep down inside I regard the work of my life with calm satisfaction, the things are really different. There is not a single concept of which I am convinced that it will stand firm.”

Einstein’s concerns are analysed in the book From Galileo to Lorentz... and beyond.  As demonstrated in the book, conventional relativity fails to answer several fundamental questions. A new set of space-time transformations is derived that cover a wider range of facts than the Lorentz transformations, and allow us to answer questions that are unresolved by conventional relativity. The implications for fundamental physics are far reaching.

 The ideas developed in this text have received enthusiastic support from many renowned physicists.

"I am in complete agreement with the essentials of the views expressed in this text, and give a positive assessment of the content." J.P Vigier, Laboratory of Gravitation and Cosmology, University of Paris VI

Excerpts from the Author's Preface

About the Author

Table of contents  

 

From the Author's Preface

This book draws conclusions from lectures given by the author at various conferences, and from several articles published in collections of essays on relativity theory. Some of the ideas presented here arise from these earlier works, though they may not have been explicitly stated before. The book is inspired in part by the works of Simon Prokhovnik, which represent a fundamental step in the understanding of the theories of space and time . Nevertheless, the reader will appreciate that, beyond a certain point, it departs from Prokhovnik’s views.

The reasons for this new course will be explained in detail. We leave the result to the reader’s judgment.

The manuscript presents a number of unconventional ideas. We have done our best to refute them, but in the end we find ourselves obliged to accept them as factual. Although we have criticized some of their views, we would like to pay homage to all our predecessors, without whom this manuscript could have not seen the light of day, in particular to Lorentz, Einstein and Poincaré.

Table of Contents

Preface

Acknowledgements

Foreword

Steps in the development of the new conception

Introduction

Difficulties with Orthodox Relativity Theory

On light-speed invariance

On the relativity of simultaneity

On the relativity principle

Distance, velocity and time

Some Useful Concepts

Extended Space-Time Transformations

Introduction

Derivation of extended space-time transformations

Consistency of the transformations

Conclusion

Appendix 1

Appendix 2

Inertial Transformations Derived from Galilean Transformations

Prologue

Inertial transformations between the aether frame and other inertial frames

Compatibility of the Galilean law of composition of velocities with a limit velocity

Inertial transformations in the general case

Arguments in Favour of Lorentz-Fitzgerald Contraction

Introduction

Present-day arguments for Lorentz contraction

Implications for Fundamental Physics

The relativity principle

Mass-energy conservation

Principle of inertia

Conservation of momentum

Mass-energy equivalence

Variation of mass with speed

Invariance of the one-way speed of light

Twin paradox

Relativity of time

Relativity of simultaneity

Minkowski space-time

Length contraction

Mass and Energy in the Fundamental Aether Theory

Demonstration of E = mC2 without relativistic arguments

Variation of mass with speed

Variation of mass with speed in relativity and in the fundamental aether theory

The question of reciprocity

Possible measurement of the absolute speed of an inertial system

Conservation of energy

Synchronization Procedures and Light Velocity

Measuring the speed of light with one or two clocks by the Einstein-Poincaré procedure

Measuring the speed of light by the slow clock transport procedure

References

Index

 About the Author

Joseph Lévy completed his Doctoral degree at the University of Paris VI and has published numerous papers in different fields of physics in international journals. He now devotes himself to the study of relativity from a critical point of view. Since 1994, he has participated in  the international conference Physical Interpretations of Relativity Theory, held every two years at Imperial College, University of London, sponsored by the British Society for the Philosophy of Science. He was also a member of the organizing committee for the Geometrization of Physics Conference, Kazan State University, Russia.