Classical trajectories for complex Hamiltonians (original) (raw)

Effects of complex parameters on classical trajectories of Hamiltonian systems

Asiri Nanayakkara

Pramana, 2014

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Classical trajectories of 1D complex non-Hermitian Hamiltonian systems

Asiri Nanayakkara

Journal of Physics A: Mathematical and General, 2004

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Two-dimensional Complex Invariants for Non-Hermitian PT -symmetric Hamiltonian Systems

Jasvinder Singh Virdi

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Ju l 2 01 4 Complex Classical Mechanics of a QES Potential

Sushant Mahajan

2018

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Complex Classical Mechanics of a QES Potential

Sushant Mahajan

Communications in Theoretical Physics, 2015

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Invariant Eigen-Structure in Complex-Valued Quantum Mechanics

SY Han

International Journal of Nonlinear Sciences and Numerical Simulation, 2009

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From quantum trajectories to classical orbits

Todd Brun

Physics Letters A, 1997

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Complex Classical Motion in Potentials with Poles and Turning Points

Carl Bender

Studies in Applied Mathematics, 2014

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Complex Extension of Quantum Mechanics

H. Jonesc, Carl Bender

Physical Review Letters, 2002

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PT-symmetric quantum mechanics

Carl Bender

Journal of Mathematical Physics, 1999

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Pseudo-Hermiticity of Hamiltonians under imaginary shift of the coordinate: real spectrum of complex potentials

Zafar Ahmed

Physics Letters A, 2001

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A new class of PT-symmetric Hamiltonians with real spectra

Rajkumar Roychoudhury

Physics Letters A, 2001

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Real Spectra in Non-Hermitian Hamiltonians Having P T Symmetry

Carl Bender

Physical Review Letters, 1998

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From Classical Trajectories to Quantum Commutation Relations

Luca Schiavone

Classical and Quantum Physics, 2019

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Quantum evolution and classical flow in complex phase space

S. Graffi

Communications in Mathematical Physics, 1990

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A PT-invariant potential with complex QES eigenvalues

Avinash Khare

Physics Letters A, 2000

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An Introduction to Complex Potentials in Quantum Mechanics

Spiros Konstantogiannis

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Quantum trajectories emerging from classical phase space

Fernando Olivares

Physica A-statistical Mechanics and Its Applications, 2011

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Classical trajectories and quantum field theory

Giuseppe Vitiello

Brazilian Journal of Physics, 2005

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Study of classical mechanical systems with complex potentials

Pinaki Roy

Physics Letters A, 2011

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Quantum effects in classical systems having complex energy

Carl Bender

Journal of Physics A: Mathematical and Theoretical, 2008

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Small-ǫ behavior of the Non-Hermitian PT -Symmetric Hamiltonian H = p 2 + x 2 (ix) ǫ

H. Jonesc, Carl Bender

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A new PT symmetric complex Hamiltonian with a real spectra

Rajkumar Roychoudhury

1999

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Non-Hermitian Hamiltonians with real eigenvalues coupled to electric fields: From the time-independent to the time-dependent quantum mechanical formulation

Andreas Fring

Laser Physics - LASER PHYS, 2007

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The Geometric Phase in Classical Systems and in the Equivalent Quantum Hermitian and Non-Hermitian PT-Symmetric Systems

Vicente Vento

Brazilian Journal of Physics

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Exact isospectral pairs of {\cal P}{\cal T} symmetric Hamiltonians

Carl Bender

Journal of Physics A: Mathematical and Theoretical, 2008

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Hamilton's Dynamics in Complex Phase Space

Muhammad shahzad

arXiv: Classical Physics, 2019

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Quantum Manifestations of Bifurcations of Classical Orbits: An Exactly Solvable Model

Charles Jaffe, John Delos

Physical Review Letters, 1994

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The Quantum-Classical Transition: The Fate of the Complex Structure

Franco Ventriglia

International Journal of Geometric Methods in Modern Physics, 2005

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A New Class of non-Hermitian Quantum Hamiltonians with PT Symmetry

Katherine (Kate) Brown

2009

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Search of exact invariants for PT and non-PT -symmetric complex Hamiltonian systems

Jasvinder Singh Virdi

Applied Mathematics and Computation

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Complex dynamical invariants for two-dimensional complex potentials

Jasvinder Singh Virdi

Pramana

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Alternative classical trajectories compatible with quantum mechanics

Roy Frieden

Physics Letters A, 2001

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PT invariant Non-Hermitian Potentials with Real QES Eigenvalues

Avinash Khare

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Exponential Type Complex and non-Hermitian Potentials in PT-Symmetric Quantum Mechanics

Ramazan Sever

2003

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