AP agrees with computers on 23/25 top teams. http://www.masseyratings.com/cf/compare.htmgiving me the opportunity to again rant about how misleading the results of the media polls can be because of the way they tabulate the votes.

Of more interest is that if we were to count the computer rankings the same way the AP does theirs, we'd get a different "top 25" than the average. This is because the computer average includes all the votes for #26 #27 #28 … and the "top 25" method ignores those. If we only consider the top 25 from each computer ballot and count the computers' "ballots" the same way the AP counts voters' ballots, we get a different "computer top 25."
Turns out the agreement with the AP is 22 of 25, and the content of the computers' top 25 has two changes. When you use the same votecounting method for the computers as for the AP poll, Western Michigan and Colorado replace North Carolina and Georgia Tech in the "computer top 25." With the humanlike truncated ballots, the computers like Texas A&M along with the Broncos and Buffs, while the AP (and coaches) like South Florida, West Virginia and Texas.
In the table to the right BORDA corresponds to the tally using all 130 ranks, equivalent to the consensus rank from the College Football Ranking Composite page with only computer ratings included. MIX is the top25 as ordered by the median (16^{th}best) of the 31 computer ranks. CT25 is the pseudoborda count using 25 points for each #1 rank, 24 for #2, and so on down to zero for ranks worse than 25^{th}.
Note that MIX is not the median of the computer rankings. There are only 19 teams whose median rank is 25 or better, so the list is finished with six teams whose median ranks are 2629. An uptodate list of this ranking is maintained at Computer Rankings by Bucklin Majority. The updated version of the full BORDA report is available at Computer Rankings by Borda Count.
Meta is the pseudoborda approach applied to the five rankings as if they were voters in the AP poll. It doesn't mean anything, but provides a convenient sort sequence for the report.
The human polls agree on 24 teams, with the AP including Washington State and the coaches liking Utah. One wonders if the AP voters were influenced by the earlier publication of the coaches poll.
There are finer measures of how similar rankings are than the number of teams in common. For each pair of teams included in either of two lists, call the pair concordant if they are in the same relative order in both lists, discordant if they are in the reverse order, and ignore the pair if they are tied in either list. These counts can be used to define rank correlation coefficients such as
The AP poll does track the computers better than the Coaches poll, but the ones that are most alike are the ones that are calculated more nearly the same way.
 Kendall's tau:
τ = #Concordant pairs  #Discordant pairs #pairs  Goodman and Kruskal's gamma:
γ = #Concordant pairs  #Discordant pairs #Concordant pairs + #Discordant pairs
Pair #teams Common Concordant Discordant #pairs γ τ %Concordant AP↔CP 26 24 315 10 325 0.9385 0.9385 0.9692 BORDA↔MIX 27 23 337 12 351 0.9312 0.9259 0.9601 CT25↔MIX 26 24 308 17 325 0.8954 0.8954 0.9477 CT25↔BORDA 27 23 328 21 351 0.8797 0.8746 0.9345 AP↔CT25 28 22 328 44 378 0.7634 0.7513 0.8677 AP↔MIX 27 23 304 45 351 0.7421 0.7379 0.8661 CP↔CT25 29 21 348 46 406 0.7665 0.7438 0.8571 CP↔MIX 28 22 324 48 378 0.7419 0.7302 0.8571 AP↔BORDA 28 22 323 49 378 0.7366 0.7249 0.8545 CP↔BORDA 29 21 346 48 406 0.7563 0.7340 0.8522