Big 12 Men’s Basketball 2026–272025–262024–25

The 2025–26 season as it finished, with the official seeding procedure applied.

The race to Kansas City

Team Big 12LeftProj. winsShare of title No. 1 seedDouble byeByeWins tournament
Arizona16–2016.0clinchedclinchedclinchedclinched43%
Houston14–4014.0outoutclinchedclinched26%
Kansas12–6012.0outoutclinchedclinched7%
Texas Tech12–6012.0outoutclinchedclinched4%
Iowa State12–6012.0outoutoutclinched16%
TCU11–7011.0outoutoutclinched1%
BYU9–909.0outoutoutout2%
Cincinnati9–909.0outoutoutout<1%
UCF9–909.0outoutoutclinched<1%
West Virginia9–909.0outoutoutclinched<1%
Arizona State7–1107.0outoutoutout<1%
Colorado7–1107.0outoutoutout<1%
Baylor6–1206.0outoutoutout<1%
Oklahoma State6–1206.0outoutoutout<1%
Kansas State3–1503.0outoutoutout—
Utah2–1602.0outoutoutout—

A double bye is a top-four seed, a bye a top-eight seed. "Clinched" and "out" appear only when nothing left to play can change them, however every tie would break; everything else is a chance. From 10,000 simulations of the rest of the conference season, each seeded with the full Big 12 procedure and then played through the bracket. Games are drawn from this site's own rating of every Division I team, fitted to every score this season (last fitted 2026-04-16): a team's edge in points, plus 3.2 for the home floor, against an 11.3-point spread of results. Early in the season the rating leans on last season's, pulled toward average, until a team has played about ten games.

Every seed, every team

Team12345678910111213141516
Arizona100···············
Houston·100··············
Kansas··100·············
Texas Tech···100············
Iowa State····100···········
TCU·····100··········
West Virginia······100·········
UCF·······100········
Cincinnati········100·······
BYU·········100······
Colorado··········100·····
Arizona State···········100····
Baylor············100···
Oklahoma State·············100··
Kansas State··············100·
Utah···············100

The chance, in percent, of each team finishing at each seed, ordered by the average seed. A dot is a seed the proof above rules out.