Denis Shapovalov
ATP #50Elo#571759
Glicko-2#611767 RD ±61.9
27 yrs · 185 cm · left-handed, one-handed backhand · strongest on Hard · 339–247 career · peak Elo 2106 · last 2026-09-04
Denis Shapovalov is ATP No. 50, ranked #57 by Elo (1759) and #61 by Glicko-2 (1767). Career record 339–247.
Elo — overall & by surface
Form is a separate 52-week race in which every player restarts level — it tracks the last year’s gains, not overall level, so it is not comparable to the ratings above.
Glicko-2 — rating & deviation
Rating deviation ±61.9 — lower means more certain.
Rankings · Elo / Glicko
Official (ATP)#50
Overall#57 / #61
Form · 52w race#269 / #438
Hard#30 / #28
Clay#122 / #126
Grass#132 / #214
Career
Peak Elo2106 2020-01-07
Overall W–L339–247 58%
Hard245–162 60%
Clay60–54 53%
Grass34–31 52%
Honours · career
Career titles5
Finals reached11
Career high ATP#10
Pressure · career
Finals5–6 45%
Deciding set122–96 56%
5th set10–11 48%
Tie-breaks104–116 47%
Deciding-set tie-breaks21–20 51%
After winning set 1195–39 83%
After losing set 146–161 22%
Vs No. 10–9 0%
Vs Top 56–28 18%
Vs Top 1014–40 26%
Retirements and walkovers are excluded — a deciding set that ended because someone stopped playing is not a deciding set won.
Serve & return · career rates
1st serve in58.9%
Won behind 1st75.5%
Won behind 2nd51.1%
Break points saved64.0%
Break points converted38.8%
Return points won36.1%
Aces per match8.2
Double faults per match5.7
From 448 tour-level matches with point-by-point statistics on file. Rates rather than totals, because the statistics table does not cover every match played.
◆ Recent results
LHard v
Ben Shelton6-7 7-6 3-6 4-6
WHard v
Luca Van Assche6-0 6-4 7-6
WHard v
Miomir Kecmanovic6-4 4-6 6-4 6-1
LHard v
Rafael Jodar5-7 6-4 5-7
WHard v
Adrian Mannarino6-1 6-4
LHard v
Zachary Svajda6-4 4-6 0-3ret.
LHard v
Arthur Gea3-6 4-6
WHard v
Cameron Norrie6-3 5-7 6-4
WHard v
Dalibor Svrcina6-4 6-2
WHard v
Rodrigo Pacheco Mendez6-3 6-2
WHard v
Rinky Hijikata2-6 6-3 6-2
LGrass v
Pablo CarrenoBusta3-6 6-7ret.
◆ Upcoming
No upcoming matches on the board.