Recent content by gs
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Finding Riccati Solution of A*X+A'*X+X*W*X+Q: Hamiltonian Matrix H
this relation of eigen values of h and (a,w)is valid for x stable hence it is sufficient- gs
- Post #2
- Forum: Electrical Engineering
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Graduate Finding riccati solution of A*X+A'*X+X*W*X+Q
thing is the relation of eigen values of H and eigen values A+W*X is valid only for X Stable.hence it is sufficient- gs
- Post #7
- Forum: Linear and Abstract Algebra
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Graduate Finding riccati solution of A*X+A'*X+X*W*X+Q
my point is to if H has real parts of eigen values greater than zero;which may be due to either A+W*X is having eigen values greater than zero;ordue to -(A+W*X)in which case A+W*X has negative eigenvalues .hence we cannot say whether X exists or not just by looking at the any eigen values on...- gs
- Post #5
- Forum: Linear and Abstract Algebra
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Graduate Finding riccati solution of A*X+A'*X+X*W*X+Q
ya itis right but how it explains the existence of X- gs
- Post #3
- Forum: Linear and Abstract Algebra
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Graduate Finding riccati solution of A*X+A'*X+X*W*X+Q
in finding riccati solution of A*X+A'*X+X*W*X+Q that is X which stabilises A+W*X(real parts of eigen values are <0) ,it’s existence can Found out by Eigen values of Hamiltonian matrix H given by H MATRIX=...- gs
- Thread
- Replies: 6
- Forum: Linear and Abstract Algebra
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Finding Riccati Solution of A*X+A'*X+X*W*X+Q: Hamiltonian Matrix H
in finding riccati solution of A*X+A'*X+X*W*X+Q that is X which stabilises A+W*X(real parts of eigen values are <0) ,it’s existence can Found out by Eigen values of Hamiltonian matrix H given by H MATRIX=...- gs
- Thread
- System
- Replies: 2
- Forum: Electrical Engineering