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Ohio

In progress. College basketball is still being built and is not in the navigation. The ratings are ours and are shown with the date they were fitted; they are not graded in public.

MAC · 0-0 · AdjEM -5.5, 224 of 365 nationally.

2026-27 seasonthrough ratings as of 2026-10-05preseason: no games played, every team at its prior

Adjusted ratingas of 2026-10-05

Every team →
AdjEM
-5.5224 of 365
AdjO
105.4186 of 365
AdjD
110.9262 of 365
AdjT
71.097 of 365

AdjEM in each weekly snapshot this season; the dashed line is an average D1 team (0).

Fewer than two snapshots — no path to draw yet.

Four factorsraw season rates · 0 complete games

Leaderboards →
eFG%
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TOV%
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OREB%
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FTA/FGA
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Opp eFG%
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Opp TOV%
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DREB%
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Opp FTA/FGA
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Still to play10 games · from the ratings of 2026-10-05

Today's ratings give Ohio 5.6 expected wins from the 10 games left on the schedule; the hardest is at Toledo, a 26% chance.

DateOpponentMarginWin
12-02vsToledo-0.747%
12-05@Central Michigan+2.460%
12-19vsBuffalo+3.564%
01-16vsEastern Michigan+4.869%
01-19vsWestern Michigan+7.176%
02-02@Buffalo-2.341%
02-09@Western Michigan+1.456%
02-13vsCentral Michigan+8.179%
02-16@Eastern Michigan-0.946%
03-05@Toledo-6.426%

These use today's ratings and will move as the ratings do. The projection beside a game already played, below, is fixed at the ratings dated before that game.

Games0-0

“Ours” is our projected margin for Ohio, from the snapshot dated before each game. Games before the season's first snapshot have none.

No box lines for this team this season.

How this is measured

Ranks are out of 365 rated teams, 1 = best (for AdjD and the defensive factors, 1 = allowed the least). The four factors are raw season rates from box scores.

Every projection uses a rating snapshot dated before the game — the snapshot column shows which. A snapshot dated on or after a game already contains its result, so it is never used to project it; a game before the season's first snapshot gets no number at all. Projected margin is (this team's AdjEM − the opponent's ± home advantage) × expected possessions ÷ 100.