Semi-classical BMS-blocks from the oscillator construction

Characterizing Complex Dynamics in the Classical and Semi-Classical Duffing Oscillator Using Ordinal Patterns Analysis

The driven double-well Duffing oscillator is a well-studied system that manifests a wide variety of dynamics, from periodic behavior to chaos, and describes a diverse array of physical systems. It has been shown to be relevant in understanding chaos in the classical to quantum transition. Here we explore the complexity of its dynamics in the classical and semi-classical regimes, using the techn...

Classical Fano Oscillator

Construction of the oscillator system

We present a basic algorithm to generate the oscillator system defined in [1].

Geometric Models of the Classical Relativistic Oscillator

It is shown that in the general relativity many static metrics are able to simulate the oscillatory motion. The general form of these metrics is established and it is pointed out that these depend on two arbitrary real parameters which determine the characteristics of each model. Their properties as well as the main new relativistic effects are discussed.

On the Construction of Finite Oscillator Dictionary

Abstract. A finite oscillator dictionary which has important applications in sequences designs and the compressive sensing was introduced by Gurevich, Hadani and Sochen. In this paper, we first revisit closed formulae of the finite split oscillator dictionary S by a simple proof. Then we study the non-split tori of the group SL(2, Fp). Finally, An explicit algorithm for computing the finite non...