42 citations · 160 across the 10 of their papers we have counts for
10 papers
Theory of Photon Subtraction for Two-Mode Entangled Light Beams
Oscar Rosas-Ortiz, Kevin Zelaya
Photon subtraction is useful to produce nonclassical states of light addressed to applications in photonic quantum technologies. After a very accelerated development, this techniqu…
Exact solutions for time-dependent non-Hermitian oscillators: classical and quantum pictures
Kevin Zelaya, Oscar Rosas-Ortiz
We associate the stationary harmonic oscillator with time-dependent systems exhibiting non-Hermiticity by means of point transformations. The new systems are exactly solvable, with…
Constructing Squeezed States of Light with Associated Hermite Polynomials
Kevin Zelaya, Véronique Hussin, Oscar Rosas-Ortiz
A new class of states of light is introduced that is complementary to the well-known squeezed states. The construction is based on the general solution of the three-term recurrence…
On the construction of non-Hermitian Hamiltonians with all-real spectra through supersymmetric algorithms
Kevin Zelaya, Sara Cruz y Cruz, Oscar Rosas-Ortiz
The energy spectra of two different quantum systems are paired through supersymmetric algorithms. One of the systems is Hermitian and the other is characterized by a complex-valued…
Coherent states for exactly solvable time-dependent oscillators generated by Darboux transformations
Sara Cruz y Cruz, Ruben Razo, Oscar Rosas-Ortiz +1
The Darboux method is commonly used in the coordinate variable to produce new exactly solvable (stationary) potentials in quantum mechanics. In this work we follow a variation intr…
Interplay between Riccati, Ermakov and Schroedinger equations to produce complex-valued potentials with real energy spectrum
Zurika Blanco-Garcia, Oscar Rosas-Ortiz, Kevin Zelaya
Nonlinear Riccati and Ermakov equations are combined to pair the energy spectrum of two different quantum systems via the Darboux method. One of the systems is assumed Hermitian, e…