The author proposes a special nonlinear quantum field theory. In a linear approximation, this theory can be presented in the form of the Standard Model (SM) theory. The richer physical structure of this nonlinear theory makes it possible to exceed the limits of SM and remove its known incompleteness. We show that nonlinearity of the field is critical for the appearance of charges and masses of elementary particles, for confinement of quarks, and many other effects, whose description within the framework of SM causes difficulties. In this case, the mechanism of generation of masses is mathematically similar to Higgs's mechanism, but it is considerably simpler and does not include the additional particles. The proposed theory does not examine the theory of gravity, but reveals the mathematical similarity of the nonlinear field equations of both theories. The book is intended for undergraduate and graduate students studying the theory of elementary particles, as well as for specialists working in this field.
Also see H. Osborn , Phys . Lett . 83B , 321 ( 1979 ) . 14. E. B. Bogomol'nyi , Sov . J. Nucl . Phys . 24 , 449 ( 1976 ) . 15. D. Zwanziger , Phys . Rev. 176 , 1480 , 1489 ( 1968 ) ; J. Schwinger , Phys . Rev.
Part of the motivation in producing this book is to pass on the work of this outstanding physicist to later generations, a record of his teaching that he was too busy to leave himself.
Advanced Quantum Mechanics
Advanced Quantum Mechanics
Group Theory: An Intuitive Approach (Singapore: World Scientific Publishing Co., 1995) Group Theoretical Foundations of Quantum Mechanics (Commack, NY: Nova Science Publishers, Inc., 1995) Massless Representations of the Poincare Group ...
This new volume takes a complete look at how classical field theory, quantum mechanics and quantum field theory are interrelated.
This important new book presents leading-edge research from throughout the world.