\relax \@writefile{lof}{\contentsline {figure}{\numberline {15}{\ignorespaces Win-tie-loss results of Cocomo81, Nasa93 and Desharnais for IRWM weighted N-ABE. The notation in this figure is similar to previous figures: Non-uniform weighting is represented by a $+N$ sign and dynamic kernel is represented by $d$. IRWM is a different weighting strategy than standard kernel weighting, hence we do not see bandwidth information in this figure. Results are similar to previous scenarios: Lower \textit {k} values attain higher $win$ values and lower $loss$ values. Furhermore, non-uniform weighting is unable to outperform uniform weighting. }}{29}} \newlabel{fig:irwm-win-tie-loss}{{15}{29}} \@setckpt{figwintielossmendes}{ \setcounter{page}{30} \setcounter{equation}{10} \setcounter{enumi}{0} \setcounter{enumii}{0} \setcounter{enumiii}{0} \setcounter{enumiv}{0} \setcounter{footnote}{0} \setcounter{mpfootnote}{0} \setcounter{inst}{3} \setcounter{auth}{1} \setcounter{lastpage}{0} \setcounter{section}{4} \setcounter{subsection}{2} \setcounter{subsubsection}{4} \setcounter{paragraph}{0} \setcounter{subparagraph}{0} \setcounter{theorem}{0} \setcounter{case}{0} \setcounter{conjecture}{0} \setcounter{corollary}{0} \setcounter{definition}{0} \setcounter{example}{0} \setcounter{exercise}{0} \setcounter{lemma}{0} \setcounter{note}{0} \setcounter{problem}{0} \setcounter{property}{0} \setcounter{proposition}{0} \setcounter{question}{0} \setcounter{solution}{0} \setcounter{remark}{0} \setcounter{figure}{15} \setcounter{table}{0} \setcounter{FancyVerbLine}{0} \setcounter{ALC@line}{14} \setcounter{ALC@rem}{14} \setcounter{ALC@depth}{0} \setcounter{r@tfl@t}{0} \setcounter{subfigure}{0} \setcounter{lofdepth}{1} \setcounter{subtable}{0} \setcounter{lotdepth}{1} }