(adj) :
(mathematics) univalent (analytic and one-to-one) in a given region, sometimes qualified with the stipulation that the function is 0 at 0 and has a slope there equal to 1 (see Koebe function)
(adj) :
(mathematics) univalent (analytic and one-to-one) in a given region, sometimes qualified with the stipulation that the function is 0 at 0 and has a slope there equal to 1 (see Koebe function)