Class ImVTLocalizedStates

java.lang.Object
com.polytechnik.freemoney.ImVTLocalizedStates

public class ImVTLocalizedStates extends Object
The state of \( \max I -V/T= \frac{\left<\psi|QQi|\psi\right>}{\left<\psi|QQt|\psi\right>} - \frac{\left<\psi|QQV|\psi\right>}{\left<\psi|QQT|\psi\right>} \) among localized states \( \left|\psi\right> = \frac{1}{\mathrm{norm}}G^{-1}Q(x) \) . The problem is reduced to maximizing a ratio of two polynomials of the degree 4n-4. The derivative roots of this ratio correspond to the roots of a polynomial of the degree 8n-9, a solution is then selected among all available roots of the derivative. This polynomial of the degree 8n-9 has leading coefficient 0, thus actual order is 8n-10, the number of coefficients in polynomial is 1+8n-10.
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