perplexabot
Gold Member
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Hey all, I was wondering if you can help me define the arguments for the dare() function of matlab. Here is the DARE form I have:
<br /> \begin{equation}<br /> \begin{split}<br /> \Phi(p_\infty) &= \Phi_\infty = \Phi_{33}-\Phi_{32}(\Phi_\infty+\Phi_{R})^{-1}\Phi_{23}\\<br /> &=\Phi_{33}+\Phi_{32}\Phi_{R}^{-1}\Phi_\infty\Phi_{R}^{-1}\Phi_{23}-\Phi_{32}\Phi_{R}^{-1}\Phi_\infty(\Phi_\infty+\Phi_{R})^{-1}\Phi_\infty\Phi_{R}^{-1}\Phi_{23}-\Phi_{32}\Phi_{R}^{-1}\Phi_{23}<br /> \end{split}<br /> \end{equation}<br />
Here is how MATLAB's dare() function works.
Here is how I defined my variables: E = I, B = I, R = \Phi_R, Q = \Phi_{33}, S=\Phi_{32}, , A = 2\Phi_R^{-1}S^T.
Is this correct?
Thank you : )
PS: Please let me know if this thread belongs elsewhere, as I would like to maximize feedback from the PF community.
<br /> \begin{equation}<br /> \begin{split}<br /> \Phi(p_\infty) &= \Phi_\infty = \Phi_{33}-\Phi_{32}(\Phi_\infty+\Phi_{R})^{-1}\Phi_{23}\\<br /> &=\Phi_{33}+\Phi_{32}\Phi_{R}^{-1}\Phi_\infty\Phi_{R}^{-1}\Phi_{23}-\Phi_{32}\Phi_{R}^{-1}\Phi_\infty(\Phi_\infty+\Phi_{R})^{-1}\Phi_\infty\Phi_{R}^{-1}\Phi_{23}-\Phi_{32}\Phi_{R}^{-1}\Phi_{23}<br /> \end{split}<br /> \end{equation}<br />
Here is how MATLAB's dare() function works.
Here is how I defined my variables: E = I, B = I, R = \Phi_R, Q = \Phi_{33}, S=\Phi_{32}, , A = 2\Phi_R^{-1}S^T.
Is this correct?
Thank you : )
PS: Please let me know if this thread belongs elsewhere, as I would like to maximize feedback from the PF community.