%0 Journal Article
%T 2-Exponents of Two-Coloured Lollipops
%A Saib Suwilo
%J Matematika
%D 2008
%I Universiti Teknologi Malaysia
%X This paper shows that for an asymmetric primitive two-coloured (n,s)-lollipop on n vertices with s ¡Ü n; its 2-exponent is at most (s2 -1)/2+(s+1)(n-s). The (n,s)-lollipops whose 2-exponents achieving the bound is characterised and for any asymmetric primitive two-coloured (n,s)-lollipop, a simple algorithm to find its exponent is presented.
%K Two-coloured digraphs
%K primitive
%K 2-exponents.
%U http://www.fs.utm.my/matematika/images/stories/matematika/20082412.pdf