We propose an adaptive nonlinear control method for a discrete-time dynamical system.

The stability of humans and animals during walking is a dynamical stability.

How do diverse dynamical patterns arise from the topology of complex networks?

An important distinction, however, exists between the dynamical and the mathematical regress.

Most of the analysis techniques assume stationarity of the underlying dynamical processes.

Here, we describe a dynamical model for the life cycle of Ae.

We introduce a powerful method to study dynamical population structure: evolutionary set theory.

Avila used approaches from dynamical systems theory in this work, including renormalization techniques.

The dynamical properties of delay-coupled systems are currently of great interest.

A new nonlinear dynamical analysis is applied to complex behavior from neuronal systems.

However, Einstein's theory transformed the stage itself to be alive and dynamical too.

We study a one-dimensional system of strongly correlated bosons on a dynamical lattice.

This was the first determination of the dynamical equivalent of heat.

Both short-term memory and long-term memory are emulated across dynamical timescales.

Fractal geometry has provided a mathematical formalism for describing complex and dynamical structures.

All thinking is of disturbance, dynamical, a state of unrest tending towards equilibrium.