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Unstable Systems

1st ed. 2020., 2020

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The Relativistic Boltzmann Equation and Two Times

Entropy (Basel, Switzerland), 2020-07, Vol.22 (8), p.804

Horwitz, L P

2020

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N ≥ 2 particles in the framework of TeVeS

Journal of physics. Conference series, 2023-05, Vol.2482 (1), p.12001

Horwitz, L.P.

2023

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An Elementary Canonical Classical and Quantum Dynamics for General Relativity

Journal of physics. Conference series, 2019-05, Vol.1239 (1), p.12014

Horwitz, L. P.

2019

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Fourier transform, quantum mechanics and quantum field theory on the manifold of general relativity

European physical journal plus, 2020-06, Vol.135 (6), p.479, Article 479

Horwitz, L. P.

2020

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Radiation-reaction in classical off-shell electrodynamics. I. The above mass-shell case

Journal of mathematical physics, 2012-03, Vol.53 (3), p.032902-032902-29

2012

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An underlying geometrical manifold for Hamiltonian mechanics

Frontiers of physics, 2017-02, Vol.12 (1), p.123-131, Article 124501

2017

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On the Green-functions of the classical off-shell electrodynamics under the manifestly covariant relativistic dynamics of Stueckelberg

Journal of mathematical physics, 2011-08, Vol.52 (8), p.082901-082901-12

2011

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Radiation fields of a uniformly accelerating point source in the framework of Stueckelberg’s manifestly covariant relativistic dynamics

Journal of mathematical physics, 2010-05, Vol.51 (5), p.052903-052903-27

2010

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Criterion for stability of a special relativistically covariant dynamical system

Journal of physics. A, Mathematical and theoretical, 2017-03, Vol.50 (12), p.125202

2017

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The 9th Biennial Conference on Classical and Quantum Relativistic Dynamics of Particles and Fields

Journal of physics. Conference series, 2015-05, Vol.615 (1), p.11001

Horwitz, L P

2015

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The EPR experiment in the energy-based stochastic reduction framework

Journal of physics. A, Mathematical and theoretical, 2008-06, Vol.41 (25), p.255303

2008

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Green functions for wave propagation on a five-dimensional manifold and the associated gauge fields generated by a uniformly moving point source

Journal of mathematical physics, 2006-12, Vol.47 (12), p.1

2006

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An elementary canonical classical and quantum dynamics for general relativity

European physical journal plus, 2019-07, Vol.134 (7), Article 313

Horwitz, L. P.

2019

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Neutrino oscillations in Stueckelberg semiclassical relativistic dynamics

Journal of physics. Conference series, 2013-01, Vol.437 (1), p.12021-13, Article 012021

2013

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Quantum field theory of classically unstable Hamiltonian dynamics

Journal of mathematical physics, 2015-07, Vol.56 (7)

2015

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Energy gaps in a spacetime crystal

Physics letters. A, 2009-12, Vol.374 (1), p.40-43

2009

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Approximate resonance states in the semigroup decomposition of resonance evolution

Journal of mathematical physics, 2006-12, Vol.47 (12), p.123505-123505-19

2006

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Classical radiation reaction off-shell corrections to the covariant Lorentz force

Physics letters. A, 2001-03, Vol.280 (5), p.265-270

2001

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The geometric phase of a relativistically covariant four dimensional harmonic oscillator

Journal of physics. Conference series, 2013-01, Vol.437 (1), p.12022-6

2013

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Gravitational repulsion within a black hole using the Stueckelberg quantum formalism

Journal of mathematical physics, 2011-01, Vol.52 (1), p.012303-012303-12

2011

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Phase transitions in a one-dimensional multibarrier potential of finite range

Journal of physics. B, Atomic, molecular, and optical physics, 2002-12, Vol.35 (23), p.4915-4931

2002

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SUBTLE IS THE LORD: ON THE DIFFERENCE BETWEEN NEWTONIAN (LYAPUNOV) STABILITY ANALYSIS AND GEOMETRICAL STABILITY ANALYSIS OF GRAVITATIONAL ORBITS

International journal of modern physics. D, Gravitation, astrophysics, cosmology, 2011-12, Vol.20 (14), p.2787-2793

2011

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Lax–Phillips scattering theory of a relativistic quantum field theoretical Lee–Friedrichs model and Lee–Oehme–Yang–Wu phenomenology

Journal of mathematical physics, 2002-05, Vol.43 (5), p.2394-2422

2002

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New mass relation for meson 25-plet

Journal of physics. G, Nuclear and particle physics, 1998-04, Vol.24 (4), p.771-778

1998

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Unstable Systems

The Relativistic Boltzmann Equation and Two Times

N ≥ 2 particles in the framework of TeVeS

An Elementary Canonical Classical and Quantum Dynamics for General Relativity

Fourier transform, quantum mechanics and quantum field theory on the manifold of general relativity

Radiation-reaction in classical off-shell electrodynamics. I. The above mass-shell case

An underlying geometrical manifold for Hamiltonian mechanics

On the Green-functions of the classical off-shell electrodynamics under the manifestly covariant relativistic dynamics of Stueckelberg

Radiation fields of a uniformly accelerating point source in the framework of Stueckelberg’s manifestly covariant relativistic dynamics

Criterion for stability of a special relativistically covariant dynamical system

The 9th Biennial Conference on Classical and Quantum Relativistic Dynamics of Particles and Fields

The EPR experiment in the energy-based stochastic reduction framework

Green functions for wave propagation on a five-dimensional manifold and the associated gauge fields generated by a uniformly moving point source

An elementary canonical classical and quantum dynamics for general relativity

Neutrino oscillations in Stueckelberg semiclassical relativistic dynamics

Quantum field theory of classically unstable Hamiltonian dynamics

Energy gaps in a spacetime crystal

Approximate resonance states in the semigroup decomposition of resonance evolution

Classical radiation reaction off-shell corrections to the covariant Lorentz force

The geometric phase of a relativistically covariant four dimensional harmonic oscillator

Gravitational repulsion within a black hole using the Stueckelberg quantum formalism

Phase transitions in a one-dimensional multibarrier potential of finite range

SUBTLE IS THE LORD: ON THE DIFFERENCE BETWEEN NEWTONIAN (LYAPUNOV) STABILITY ANALYSIS AND GEOMETRICAL STABILITY ANALYSIS OF GRAVITATIONAL ORBITS

Lax–Phillips scattering theory of a relativistic quantum field theoretical Lee–Friedrichs model and Lee–Oehme–Yang–Wu phenomenology

New mass relation for meson 25-plet

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