We analyze some mathematical problems that arise in studies of phenomena observed in the cardiac action. We illustrate a method to characterize the response of a nonlinear oscillator to an external forcing, and introduce some numerical results. We also introduce some results of numerical computation in an example of a coupled system of an excitable system and a nonlinear oscillator
A model of globally coupled bistable systems consisting of two kinds of sites, subject to periodic d...
The goal of this paper is to describe the effects of simple electro-mechanical coupling in isotropic...
The trivial equilibrium of a two-degree-of-freedom autonomous system may become unstable via a Hopf ...
We analyze some mathematical problems that arise in studies of phenomena observed in the cardiac act...
In many engineering, physical, electrical, chemical, and biological systems, oscillatory behavior of...
The response of single and two-degree-of-freedom mechanical systems with elements exhibiting a hyste...
The subject is introduced by considering the treatment of oscillators in Mathematics from the simple...
We study the dynamics of two conservative librating oscillators with perturbations from a linear dis...
Engineering design amounts to develop components and interconnect them to obtain a desired behaviour...
We address in this article, how to calculate the restoring characteristic and the excitation of a no...
The present paper gives an analytical perturbation theory to treat the problem of internal resonance...
A general first order theory is presented for treating forced oscillations in multiple degree of fre...
The present paper gives an analytical perturbation theory to treat the problem of internal resonance...
The mathematical modeling of biological systems has proven to be a valuable tool by allowing experim...
An analytical approximate solution is constructed for the primary resonance response of a periodical...
A model of globally coupled bistable systems consisting of two kinds of sites, subject to periodic d...
The goal of this paper is to describe the effects of simple electro-mechanical coupling in isotropic...
The trivial equilibrium of a two-degree-of-freedom autonomous system may become unstable via a Hopf ...
We analyze some mathematical problems that arise in studies of phenomena observed in the cardiac act...
In many engineering, physical, electrical, chemical, and biological systems, oscillatory behavior of...
The response of single and two-degree-of-freedom mechanical systems with elements exhibiting a hyste...
The subject is introduced by considering the treatment of oscillators in Mathematics from the simple...
We study the dynamics of two conservative librating oscillators with perturbations from a linear dis...
Engineering design amounts to develop components and interconnect them to obtain a desired behaviour...
We address in this article, how to calculate the restoring characteristic and the excitation of a no...
The present paper gives an analytical perturbation theory to treat the problem of internal resonance...
A general first order theory is presented for treating forced oscillations in multiple degree of fre...
The present paper gives an analytical perturbation theory to treat the problem of internal resonance...
The mathematical modeling of biological systems has proven to be a valuable tool by allowing experim...
An analytical approximate solution is constructed for the primary resonance response of a periodical...
A model of globally coupled bistable systems consisting of two kinds of sites, subject to periodic d...
The goal of this paper is to describe the effects of simple electro-mechanical coupling in isotropic...
The trivial equilibrium of a two-degree-of-freedom autonomous system may become unstable via a Hopf ...