Composite Computer Rankings and Correlations

9 April 2019

We have 12 computer ratings again this week, and the analysis is essentially the same except the Condorcet Consensus is a better fit than the Bucklin. As might be expected as more games are played the rankings are slightly less different than last week - the largest cumulative distance for any composite is smaller than last week's least.
∑Dist ISRKLKMASDIIFMGMGSRTSAGDOKMORNOLRPI
25840Cond9469811076128015292132218822412803312937213814
25927BMaj96810001157133414882118223922302770311837583747
26557Borda118012231284138816432379203323322727300436073757
26706Mcomp119812631274140316772414203423472738301135703777

%concordant with composites
1-ISR 2-KLK 3-MAS 4-DII 5-FMG 6-MGS 7-RT 8-SAG 9-DOK 10-MOR 11-NOL 12-RPI

The order of computer rankings by distance from the Condorcet composite is a beginning, but having found that the ISR is "most like" each of the individual composites, we can re-order the computer rankings by how like they are to the ISR. Six of the rankings differ from the ISR by fewer than five per cent of the team-pairs. Among these seven ratings, only four of 21 pairs differ from each other by more than six per cent.

AvgISRMASKLKDIIMGSSAGFMG
9506ISR 973396759602956795549550
9485MAS9733 96299612943795169480
9497KLK96759629 9618949193849624
9466DII960296129618 939594079504
9310MGS9567943794919395 92399519
9304SAG95549516938494079239 9231
9428FMG955094809624950495199231 

I report the extra "composite" rankings as Computer Ranking Composites including a table of distances between pairs of ranking after the report by team.

© Copyright 2019 Paul Kislanko