Pages that link to "Item:Q1640297"

The following pages link to A Newton-like algorithm to compute the inverse of a nonlinear map that converges in finite time (Q1640297):

Displaying 10 items.

• On the inversion of a class of nonlinear systems (Q899173) (← links)
• Use of high-gain observers in the inverse kinematic problem (Q918745) (← links)
• Design of local observers for autonomous nonlinear systems not in observability canonical form (Q1737867) (← links)
• Newton-like algorithms for the inversion of switched maps (Q1737930) (← links)
• A dynamical interval Newton method (Q2034215) (← links)
• Exact solutions and convergence of gradient based dynamical systems for computing outer inverses (Q2246062) (← links)
• A locally convergent continuous-time algorithm to find all the roots of a time-varying polynomial (Q2665356) (← links)
• A fixed-point state observer with Steffensen-Aitken accelerated convergence (Q6168962) (← links)
• Local sliding mode inversion algorithms and state observers with space applications (Q6194751) (← links)
• On the use of the root locus of polynomials with complex coefficients for estimating the basin of attraction for the continuous-time Newton and Householder methods (Q6546845) (← links)