2026-27 Wrestling Season Preview: Everything MatMetrics Will Be Tracking This Winter

By Scott Donalson Β· October 20, 2026

Folkstyle season is almost here. Most states hit the mats in November, run through the holiday tournaments and January duals, and build toward sectionals, regionals, and state in February β€” and for the deepest programs, national events into the spring. Before the first whistle, it is worth taking stock of what MatMetrics has built to cover it, because the numbers this season start from a much bigger β€” and cleaner β€” base than last.

As of this preview, the database holds more than 11.6 million matches involving over 1.1 million wrestlers, spread across roughly 140,000 events and some 35,000 high school and club programs. Last season alone β€” November 2025 through the summer β€” accounted for about 6.1 million of those matches, with 844,000 distinct wrestlers competing. Every one of those results feeds a wrestler's profile, record, and rating, so when your wrestler steps on the mat in November, their history is already there. The offseason also went into the plumbing: tens of thousands of duplicate profiles were merged, gender and age data was corrected, and youth and college results were separated out of the high school rankings β€” so every ranking you check this winter rests on tighter data than last season's.

The engine underneath is a Glicko-2 rating computed separately for each style β€” folkstyle, freestyle, and Greco-Roman β€” so a wrestler's winter folkstyle number is not muddied by their summer freestyle results, and vice versa. Ratings roll straight into state and national rankings by weight class, gender, and division, plus team power rankings that stack programs within a state and classification. When results come in this season, all of it recalculates, so a big upset at a December tournament moves the rankings the same week.

For matchups, MatchIQ turns those ratings into head-to-head win probabilities with confidence intervals, and the site tracks its own prediction accuracy so you can see how the model performs rather than taking it on faith. Wrestler Performance Rating (WPR) rolls a wrestler's full body of work into a single number for quick comparison, and the archetype tools classify styles β€” scrambler, pin-hunter, technician β€” from how points actually get scored. That last piece leans on period-by-period scoring, which MatMetrics now has for more than 3.2 million matches after a major offseason data recovery, giving the excitement, dominance, and momentum metrics far more to work with this year.

When tournament season arrives, Tournament Scout maps brackets before they are seeded, projects placements, and flags the matchups worth watching; the live bracket viewer follows events in real time with MatchIQ predictions on upcoming bouts. Team dashboards let coaches and fans track a full roster, and the search bar resolves any wrestler, team, or event in a couple of keystrokes. Everything is free to browse β€” no login required to look up a wrestler or a bracket.

The offseason set a high bar. At Fargo in July, Pennsylvania's Melvin Miller became just the 13th wrestler ever to win three or more Junior freestyle national titles, capping a career that reads 108-3 in our records at a Glicko rating north of 2600 β€” among the highest marks we track anywhere. Miller and the rest of this summer's champions are graduating on to college mats, which is exactly what makes the winter interesting: a new class of wrestlers is about to start rewriting the rankings, and the numbers will tell the story as it happens.

Bookmark your wrestler's profile, follow your team's dashboard, and check the rankings each week as the season unfolds. Search any name above to see where they stand heading into 2026-27 β€” and check back through the winter as MatMetrics ingests brackets, updates ratings, and calls the matchups mat by mat.

About the author

Scott Donalson is the founder of MatMetrics. He builds the data pipelines, the rating models, and the website you are reading right now. More about Scott β†’

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