Nonlinear optics is an important research direction with various applications in laser manufacturing, nanostructures’ fabrication, sensor design, optoelectronics, biophotonics, and quantum ...

It is well known that a damped or underrelaxed Newton's method will sometimes solve a system of nonlinear equations when the full Newton's method cannot. This happens, for example, when only a poor ...

Apply feedback control laws to stabilize systems and achieve performance goals. Control systems are ubiquitous among many science and engineering disciplines. Learn topics in modeling, analysis, ...

As a follow-on course to "Linear Kalman Filter Deep Dive", this course derives the steps of the extended Kalman filter and the sigma-point Kalman filter for estimating the state of nonlinear dynamic ...

Nonlinear geostatistics is commonly used in ore grade estimation and seldom used in lithological characterization. Categorization of lithological units is essential in ore grade estimation, and this ...

We often encounter nonlinear dynamical systems that behave unpredictably, such as the earth's climate and the stock market. To analyze them, measurements taken over time are used to reconstruct ...

Nonlinear disclination states in topological arrays with pentagonal and heptagonal disclination cores. (Image: Light Science & Application) Nonlinear disclination states can be efficiently excited by ...

On the other hand, there's significant improvement in nonlinear slope compensation systems when a fixed setting for S e is applied to the full range of V out , as supported by the lowsensitivity of Q ...