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A subspace shift technique for solving close-to-critical nonsymmetric algebraic Riccati equations
A subspace shift technique close-to-critical nonsymmetric algebraic Riccati equations
2010/11/11
The worst situation in computing the minimal nonnegative solution $X_*$ of a nonsymmetric algebraic Riccati equation $\mathcal R(X)=0$ associated with an M-matrix occurs when the derivative of $\math...
Double-Parameter Solutions of Projective Riccati Equations
and Their Applications
projective Riccati equations linearized theorem
homogeneous balance Sub-ODE method travelling wave solutions nonlinear PDE
2007/8/15
2007Vol.47No.1pp.1-9DOI:
Double-Parameter Solutions of Projective Riccati Equations
and Their Applications
WANG Ming-Liang,1,2 LI Er-Qiang,1 and LI Xiang-Zheng1
1 Scienc...
The present paper gives a new method for solving Riccati equations. Using the Yokoyama canonical form, we transfor the primary Riccati equations, which contain n(n+1)/2 unknown quantities and n(n+1)/2...
The Euler Equations and Non-Local Conservative Riccati Equations
Euler Equations Non-Local Conservative Riccati Equations
2014/4/4
The Euler Equations and Non-Local Conservative Riccati Equations.