This paper studies the dynamics and integrability of a variable-length coupled pendulum
system. The complexity of the model is presented by joining various numerical methods …

This paper investigates the dynamics and integrability of the double spring pendulum, which
has great importance in studying nonlinear dynamics, chaos, and bifurcations. Being a …

We study a system of coupled pendula with diffusive interactions, which could depend both
on positions and on momenta. The coupling structure is defined by an undirected network …

By means of two geometrical approaches:(i) the potential landscape, and (ii) the
Hamiltonian manifold method, we have found the relations that predict the transition to …

We consider a system of two simple pendulums, which interact by elastic forces according to
Hooke's law in the presence of the gravitational field. Analysis of global dynamics of the …

We introduce new machine-learning techniques for analyzing chaotic dynamical systems.
The primary objectives of the study include the development of a new and simple method for …

Рассматривается система двух связанных маятников и модифицированная система
маятников, стержни которых пересекаются и скользят без трения друг относительно …

We investigate regular and chaotic dynamics of two bodies swinging on a rod, which differs
from all the other mechanical analogies: depending on initial conditions, its oscillation could …

This paper reviews the literature about cloud computing, and establishes a framework for
industry chain of personal cloud computing which is based on the current cloud industry …

We study the collective dynamics of a non-dissipative two-coupled pendulum system,
including phase synchronization (PS) and measure synchronization (MS). We find that as …