Pages that link to "Item:Q1019813"

The following pages link to Enclosing all zeros of an analytic function - a rigorous approach (Q1019813):

Displaying 13 items.

• Efficient optimal eighth-order derivative-free methods for nonlinear equations (Q351456) (← links)
• Method for the calculation of all zeros of an analytic function based on the Kantorovich theorem (Q400754) (← links)
• Accelerating generators of iterative methods for finding multiple roots of nonlinear equations (Q988247) (← links)
• A simple reliable solver for all the roots of a nonlinear function in a given domain (Q1824988) (← links)
• On locating clusters of zeros of analytic functions (Q1963910) (← links)
• An unwinding number pair for continuous expressions of integrals (Q1994886) (← links)
• Enclosing all zeros of a system of analytic functions (Q2008847) (← links)
• Model checking single agent behaviours by fluid approximation (Q2346412) (← links)
• Method for the calculation of all non-multiple zeros of an analytic function (Q2439956) (← links)
• Numerical analysis of a bisection-exclusion method to find zeros of univariate analytic functions (Q2576275) (← links)
• A symbolic-numerical algorithm for isolating real roots of certain radical expressions (Q2656085) (← links)
• Spatial modes of capillary jets, with application to surface stimulation (Q2907195) (← links)
• Complexity of a root clustering algorithm for holomorphic functions (Q6496875) (← links)