%0 Journal Article
%T On Residual Transcendental Extensions of a Valuation with rankv=2
%A Burcu Ozturk
%A Figen Oke
%J Sel£¿uk Journal of Applied Mathematics
%D 2011
%I Sel?uk University
%X Let v=v ¡ãv  be a valuation of a field K with rankv=2. In this paper a residual transcendental extension w=w ¡ãw  of v to K(x) is studied where w  and w  are the residual extensions of v  and v  respectively. A characterization of lifting polynomials is given and the constants w_{(K,v)}(c), ¦¤_{(K,v)}(c), ¦Ä_{(K,v)}(c) are defined for c, where (c,¦Ä)¡ÊK¡ÁG_{v} is the minimal pair defining w.
%K Valued Fields
%K Residual Transcendental Extensions
%K Lifting Polynomials
%K Krasner's constant.
%U http://www.sumam.selcuk.edu.tr/12-2-10.html