%0 Journal Article
%@ 0126-6705
%A Riskin, Adrian,  
%D 2007
%F myais:1460
%I Penerbit Universiti Sains Malaysia
%J Bulletin of the Malaysian Mathematical Sciences Society
%K Cordial graphs, Graph labelings.
%N 2
%P 201-204
%T Cordial Deficiency
%U http://myais.fsktm.um.edu.my/1460/
%V 30
%X We introduce a new measure of the noncordiality of a graph and discuss a previously defined measure of the noncordiality of a graph. We then calculate the values of these measures for various families of noncordial graphs. We also determine exactly which of the M?bius ladders are cordial.