collaborators

5 papers

nlin.SI2026

A family of non-autonomous hybrid Lienard oscillators based on a parametrically extended commutative factorization

J. de la Cruz, H. C. Rosu, G. Gonzalez +1

We introduce a class of nonautonomous nonlinear oscillator equations of mixed Liénard type that arises from a parametric deformation of the commutative factorization procedure appl…

nlin.SI2026

Odd-even dichotomy in the waveforms of modified Emden oscillators of arbitrary integer power

J. de la Cruz, H. C. Rosu

Closed-form waveforms of the modified Emden oscillators of arbitrary natural power , and of their damped -deformed versions, are…

math-ph2024

Normalized eigenfunctions of parametrically factored Schroedinger equations

J. de la Cruz, H. C. Rosu

The factorizations using the general Riccati solution constructed from a given particular solution by means of the Bernoulli ansatz initiated in 1984 by Mielnik and Fernandez C. fo…

math.CA2024

Isochronous waveforms of Liénard equations via commutative factorization

G. Gonzalez, O. Cornejo-Perez, J. de la Cruz +1

Isochronous waveform solutions of homogeneous Liénard equations are obtained by a modification of the nonlinear factorization method of Rosu and Cornejo-Pérez. The scheme is based…

physics.class-ph2024

Singular parametric oscillators from the one-parameter Darboux transformation of the classical harmonic oscillator

H. C. Rosu, J. de la Cruz

The singular parametric oscillators obtained from the one-parameter Darboux deformation/transformation effected upon the classical harmonic oscillator are introduced and discussed…