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Least Squares Solution for Discrete Time Nonlinear Stochastic Optimal Control Problem with Model-Reality Differences被引量：2
《Applied Mathematics》2017年第1期1-14,共14页Sie Long Kek Jiao Li Kok Lay Teo 
In this paper, an efficient computational approach is proposed to solve the discrete time nonlinear stochastic optimal control problem. For this purpose, a linear quadratic regulator model, which is a linear dynamical...
关键词：Least SQUARES SOLUTION STOCHASTIC Optimal Control Linear Quadratic REGULATOR Sum SQUARES of Output Error INPUT-OUTPUT Equations 
Element Free Gelerkin Method for 2-D Potential Problems
《Applied Mathematics》2015年第1期149-162,共14页Ali Rahmani Firoozjaee Ehsan Hendi Farzad Farvizi 
A meshfree method namely, element free Gelerkin (EFG) method, is presented in this paper for the solution of governing equations of 2-D potential problems. The EFG method is a numerical method which uses nodal points ...
关键词：ELEMENT Free GALERKIN (EFG) METHOD Potential Problems Moving Least SQUARES Approximation Irregular Distribution of Nodal Points IRREGULARITY Index 
Calibration of Nondestructive Assay Instruments: An Application of Linear Regression and Propagation of Variance
《Applied Mathematics》2014年第5期785-798,共14页Stephen Croft Tom Burr 
Several nondestructive assay (NDA) methods to quantify special nuclear materials use calibration curves that are linear in the predictor, either directly or as an intermediate step. The linear response model is also o...
关键词：Linear CALIBRATION Estimation Errors in WEIGHTS for Weighted Least SQUARES NON-DESTRUCTIVE ASSAY Variance PROPAGATION 
Least Squares Symmetrizable Solutions for a Class of Matrix Equations
《Applied Mathematics》2013年第5期741-745,共5页Fanliang Li 
In this paper, we discuss least squares symmetrizable solutions of matrix equations (AX = B, XC = D) and its optimal approximation solution. With the matrix row stacking, Kronecker product and special relations betwee...
关键词：MATRIX Equations MATRIX ROW STACKING TOPOLOGICAL ISOMORPHISM Least SQUARES Solution Optimal Approximation 
A Fixed Point Method for Convex Systems
《Applied Mathematics》2012年第10期1327-1333,共7页Morteza Kimiaei Farzad Rahpeymaii 
We present a new fixed point technique to solve a system of convex equations in several variables. Our approach is based on two powerful algorithmic ideas: operator-splitting and steepest descent direction. The quadra...
关键词：CONVEX EQUATIONS Least SQUARES -Regularization Problems Fixed POINT Quadratically CONVERGENCE 
Groups Having Elements Conjugate to Their Squares and Connections with Dynamical Systems
《Applied Mathematics》2010年第5期416-424,共9页Geoffrey R. Goodson 
In recent years, dynamical systems which are conjugate to their squares have been studied in ergodic theory. In this paper we study the consequences of groups having elements which are conjugate to their squares and c...
关键词：CONJUGACY to Square HOMEOMORPHISM on a Compact Space 
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