Pages that link to "Item:Q2830657"

The following pages link to The Gauss-Lucas theorem in an asymptotic sense (Q2830657):

Displaying 14 items.

• The asymptotic theorem of I. Babushka (Q1385882) (← links)
• Critical points of orthogonal polynomials (Q2014119) (← links)
• Some recent results on the geometry of complex polynomials: the Gauss-Lucas theorem, polynomial lemniscates, shape analysis, and conformal equivalence (Q2040249) (← links)
• Critical points of polynomials (Q2043752) (← links)
• A quantitative Gauss-Lucas theorem (Q2143066) (← links)
• The flow of polynomial roots under differentiation (Q2160992) (← links)
• Gauss Lucas theorem and Bernstein-type inequalities for polynomials (Q2685416) (← links)
• A contraction of the Lucas polygon (Q4813722) (← links)
• A STABILITY VERSION OF THE GAUSS–LUCAS THEOREM AND APPLICATIONS (Q5118912) (← links)
• Distribution of critical points of polynomials (Q5227956) (← links)
• Leaky roots and stable Gauss-Lucas theorems (Q5231360) (← links)
• A nonlocal transport equation describing roots of polynomials under differentiation (Q5234967) (← links)
• Sector Analogue of the Gauss–Lucas Theorem (Q5854680) (← links)
• A nonlocal transport equation modeling complex roots of polynomials under differentiation (Q5858383) (← links)