Alfredo Perez vs Daniil GlinkaPrediction, Head-to-Head Results, and Stats
πΊπΈAlfredo Perez
#738 Β· 29 yrs Β· R
42w1 meeting Β· sets 0β2
πͺπͺDaniil Glinka
#156 Β· 26 yrs Β· L
Alfredo Perez and Daniil Glinka have met 1 time since 2025; Daniil Glinka leads 1β0. Across all meetings Perez has taken 0 sets to Glinka's 2. Their most recent meeting: Daniil Glinka won at Knoxville Challenger (2025).
Spread & Straight-Sets Form
Completed best-of-3 matches Β· Last 12 months
| Indicator | Perez | Glinka | ||
|---|---|---|---|---|
| Indicator | Alfredo Perez | Daniil Glinka | ||
| Wins in straight sets | 83% | 5/6 | 76% | 37/49 |
| Wins a set when losing | 33% | 3/9 | 42% | 11/26 |
| Goes to a deciding set | 27% | 4/15 | 31% | 23/75 |
| Covers β1.5 sets as favorite | 60% | 3/5 | 56% | 25/45 |
| Covers +1.5 sets as underdog | 56% | 5/9 | 77% | 20/26 |
| Tiebreak sets won | 33% | 1/3 | 83% | 19/23 |
| Wins after taking set 1 | 86% | 6/7 | 88% | 44/50 |
| Wins 2-0 after taking set 1 | 71% | 5/7 | 74% | 37/50 |
Colored rows are higher-is-better: green above 50%, red below. Favorite/underdog set by book odds; cover rows count only matches with odds on record. Head-to-head: 1 of 1 completed meetings ended in straight sets (Perez 0, Glinka 1).
Style Matchup
Playing styles and historical archetype record
Perez
πΎ All-Court
Glinka
π₯ Big Hitter
Matchup analysis
πΎ All-Court vs π₯ Big Hitter is historically tight (51% vs 49%, 620 matches). Neither style has a clear edge, so form, surface, and the head-to-head matter most.
Previous meetings
1 career meeting, newest first
Nov 6, 2025
Knoxville Challenger
H Hard Β· 2nd Round
Player ROI
Hypothetical if you put 1u on each player to win every one of their matches Β· Last 90 days
| Metric | Perez | Glinka |
|---|---|---|
| W-L | - | 8β8 |
| Avg odds | - | 1.91 |
| ROI % | - | -22.4% |
| Units P/L | - | -3.58u |
Travel
Last 30 days
| Metric | Perez | Glinka |
|---|---|---|
| Countries | β | 2 |
| Events | β | 2 |
| Matches | β | 8 |
| Distance | β | 5,550 mi Β· 8,932 km |
| Route | β | POL β JAM |
Host country from the tournament each match was played in, over the last 30 days. Route is the order of countries visited; consecutive stops in the same country are shown once. Distance is the great-circle total between host cities, shown only when every stop in the window is geocoded. A rough fatigue signal, not a headline stat.
Common opponents
Results vs. opponents both players faced Β· Last 12 months
Across 3 shared opponents, both Perez and Glinka posted a 67% win rate.
| Opponent | Perez | Glinka |
|---|---|---|
| Edward Winter | W 62 46 76 | L 76 46 46 |
| Dylan Dietrich | L 36 46 | W 63 64 |
| Cannon Kingsley | W 64 64 | W 64 62 |
Recent Form
Last five matches per player
Jay Friend
Champaign Challenger Β· 1st Round
Nov 10
Daniil Glinka
Knoxville Challenger Β· 2nd Round
Nov 6
Andrew Fenty
Knoxville Challenger Β· 1st Round
Nov 4
Dylan Dietrich
Charlottesville Challenger Β· 1st Round
Oct 28
Johannus Monday
Sioux Falls Challenger Β· 2nd Round
Oct 22
Cannon Kingsley
Sioux Falls Challenger Β· 1st Round
Oct 20
Dhakshineswar Suresh
Lincoln Challenger Β· 2nd Round
Oct 15
Dmitry Popko
Lincoln Challenger Β· 1st Round
Oct 13
Pedro Martinez
Kingston 1 Challenger Β· Semifinals
Aug 22
Harold Mayot
Kingston 1 Challenger Β· Quarterfinals
Aug 20
Elias Ymer
Kingston 1 Challenger Β· 2nd Round
Aug 19
Florent Bax
Kingston 1 Challenger Β· 1st Round
Aug 18
Andrea Guerrieri
Grodzisk Mazowiecki Challenger Β· Semifinals
Aug 8
Alexander Donski
Grodzisk Mazowiecki Challenger Β· Quarterfinals
Aug 7
Amit Vales
Grodzisk Mazowiecki Challenger Β· 2nd Round
Aug 5
Fares Zakaria
Grodzisk Mazowiecki Challenger Β· 1st Round
Aug 3
Win rate
Matches, sets and games won Β· Last 12 months Β· 15β75 matches
| Metric | Perez | Glinka |
|---|---|---|
| Matches won | 40% | 65% |
| Sets won | 44% | 63% |
| Games won | 48% | 53% |
Record by tier
Head-to-head record by tournament tier
| Stage | Perez | Glinka |
|---|---|---|
| ATP Challenger Tour | 0 | 1 |
By surface
Head-to-head record per surface
| Surface | Perez | Glinka |
|---|---|---|
| Hard | 0 | 1 |
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