Parameter Reconstruction for General Transport Equation

TRANSPORT EQUATION WITH FUZZY DATA

In this paper, we use the generalized differentiability concept tostudy the fuzzy transport equation. We consider transport equationin the homogeneous and non-homogeneous cases with fuzzy initialcondition. We also present the solution when speed parameter is a fuzzynumber. Our method is based on the construction of the solutionsby employing Zadeh's extension principle.

Application of Iterative Methods for Solving General Riccati Equation

Adaptive Output Feedback Control for an Aeroelastic Generic Transport Model: A Parameter Dependent Riccati Equation Approach

This paper presents the application of an adaptive output feedback control design for an aeroelastic genetic transport model. The adaptive design uses a novel parameter dependent Riccati equation approach. The adaptive controller is intended to augment a nominal, fixed gain, observer based output feedback control law. Although the formulation is in the setting of model following adaptive contro...

Parameter Estimation for Black-Scholes Equation

The Black-Scholes equation is a hallmark of mathematical finance, and any study of this growing field would be incomplete without having seen and understood the logic behind this equation. The initial focus of this paper will be to explore the arguments leading to the equation and the financial background necessary to understand the arguments. The problem of estimating the only parameter which ...

Cable equation for general geometry.

The cable equation describes the voltage in a straight cylindrical cable, and this model has been employed to model electrical potential in dendrites and axons. However, sometimes this equation might give incorrect predictions for some realistic geometries, in particular when the radius of the cable changes significantly. Cables with a nonconstant radius are important for some phenomena, for ex...