Abstract. This paper presents an analytical approximate solution for

nonlinear Hamilton-Jacobi-Bellman (HJB) equation. The proposed method

involves the well-known Variational Iteration Method (VIM), for ...

This paper presents an analytical approximate solution for nonlinear

quadratic Optimal Control Problems (OCP’s). The proposed method

consists of a modified Variational Iteration Method (VIM), for solving

the ...

چکیده

در واقع پایداری, مجموعه ای از ابعاد اکولوژیکی، اقتصادی و اجتماعی است که در تعامل و تقابل این ابعاد, پایداری و یا عدم پایداری تحقق می یابد. در این رویکرد تبیین وضع موجود جوامع روستایی، ساختار، مشکلات، روند ...

This paper presents an analytical approximate solution for nonlinear

quadratic Optimal Control Problems (OCP’s). The proposed method

consists of a modified Variational Iteration Method (VIM), for solving

the ...

This paper shows how mathematical methods can be implemented to formulate guidelines for clinical testing

and monitoring of HIV/AIDS disease. First, a mathematical model for HIV infection is presented which ...

This paper presents an analytical approximate solution for a class of nonlinear quadratic optimal

control problems. The proposed method consists of a Variational Iteration Method (VIM) together

with a shooting ...

This paper presents a feedback controller designing approach for a large class of finite-time optimal control

problems. This approach involves a piecewise truncated variational iteration method (PTVIM) for ...

Abstract

In this paper a new matrix approach for solving linear hyperbolic partial differential equations (HPDEs) is presented. The method is based on the Bernoulli expansion of two-variable functions, which consists ...

In this paper, we give an analytical-approximate solution for the Hamilton–Jacobi–Bellman

(HJB) equation arising in optimal control problems using He’s polynomials based on

homotopy perturbation method (HPM). ...