When you throw a ball in the air, the equations of classical physics will tell you exactly what path the ball will take as it ...

A team of researchers at Kyoto University have demonstrated that the chaotic component of heartbeat variability is uniquely ...

By proving that systems long believed to be stable can still "blow up" to infinity, Professor Frank Merle has been awarded ...

It’s the same math that explains how, under the right conditions, the atmosphere above a barren plain can produce a roiling ...

Frank Merle is used to confronting a messy world. A linear equation is something like y = 2x, which states that the value of ...

In his doctoral thesis, Michael Roop develops numerical methods that allow finding physically reliable approximate solutions ...

Applying a few simplifying assumptions and constructing a set of ordinary differential equations leads to a model that ...

Abstract: The fuzzy adaptive state and output quantization bilateral cooperative control problem for nonlinear multiagent systems (NMASs) is studied. Since the considered system is nonlinear, fuzzy ...

ABSTRACT: The formulation and implementation of a high-order Cartesian cut-stencil finite difference method (CCST-FDM) to 2-D steady incompressible fluid flow in regular and irregular domains is ...

This document provides a detailed explanation of the MATLAB code that demonstrates the application of the Koopman operator theory for controlling a nonlinear system using Model Predictive Control (MPC ...