Tachyonic field interacting with Scalar (Phantom) Field [PDF]
Braz.J.Phys.39:86-91,2009, 2009 In this letter, we have considered the universe is filled with the mixture of tachyonic field and scalar or phantom field. If the tachyonic field interacts with scalar or phantom field, the interaction term decays with time and the energy for scalar field is transferred to tachyonic field or the energy for phantom field is transferred to tachyonic ...
arxiv
Past-directed scalar field gradients and scalar-tensor thermodynamics. [PDF]
Gen Relativ Gravit, 2023 Giusti A, Giardino S, Faraoni V.
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Mistery of Real Scalar Klein-Gordon Field [PDF]
arXiv, 2006 The mystery that the real scalar Klein-Gordon field has vanishing current densities is resolved. The scalar field is shown to be a complex field due to the condition of possessing a proper non-relativistic limit. Like the Schr\"odinger field, one component complex Klein-Gordon field corresponds to a boson with one flavor, and therefore there exists no ...
arxiv
Scalar field as a perfect fluid: thermodynamics of minimally coupled scalars and Einstein frame scalar-tensor gravity. [PDF]
Eur Phys J C Part Fields, 2023 Faraoni V +3 more
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A residue scalar product for algebraic function fields over a number field [PDF]
arXiv, 1999 In 1952 Peter Roquette gave an arithmetic proof of the Riemann hypothesis for algebraic function fields of a finite constants field, which was proved by Andr\'e Weil in 1940. The construction of Weil's scalar product is essential in Roquette's proof. In this paper a scalar product for algebraic function fields over a number field is constructed which ...
arxiv
Maintaining a wormhole with a scalar field [PDF]
Physical Review D, 1997 It is well known that it takes matter that violates the averaged weak energy condition to hold the throat of a wormhole open. The production of such ``exotic'' matter is usually discussed within the context of quantum field theory. In this paper I show that it is possible to produce the exotic matter required to hold a wormhole open classically.
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Remarks on the Formulation of Quantum Mechanics with Classical Pictures and on Relations between Linear Scalar Fields and Hydrodynamical Fields [PDF]
, 1953 Takehiko Takabayasi
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Critical points and gradient fields of scalars in Hilbert space [PDF]
, 1951 E. H. Rothe
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On the Intermediate Coupling Theory of Pseudo-Scalar Meson Field and a Nucleon [PDF]
, 1955 Daisuke Itô +2 more
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Physical symmetries in a theory of several scalar real fields [PDF]
, 1969 Jan T. Łopuszański
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