Pages that link to "Item:Q740399"

The following pages link to On the absolute length of polynomials having all zeros in a sector (Q740399):

Displaying 9 items.

• The house of an algebraic integer all of whose conjugates lie in a sector (Q326861) (← links)
• The S-measure for algebraic integers having all their conjugates in a sector (Q2204748) (← links)
• On the integer transfinite diameter of intervals of the form \([\frac{r}{s}, u]\) or \([0,(\sqrt{a}-\sqrt{b})^2]\) and of Farey intervals (Q2326031) (← links)
• On the absolute Mahler measure of polynomials having all zeros in a sector. II (Q4821054) (← links)
• Applications of Integer Semi-Infinite Programing to the Integer Chebyshev Problem (Q5094504) (← links)
• Upper bounds for the usual measures of totally positive algebraic integers with house less than 5.8 (Q5131007) (← links)
• On the absolute Mahler measure of polynomials having all zeros in a sector. III (Q5501152) (← links)
• AN ANALOGUE OF THE SCHUR–SIEGEL–SMYTH TRACE PROBLEM (Q6176137) (← links)
• THE ABSOLUTE -MEASURE OF TOTALLY POSITIVE ALGEBRAIC INTEGERS (Q6176139) (← links)