Matthew Dellavedova and Naoya Honda have met 1 time since 2025; Matthew Dellavedova leads 1–0. Their most recent meeting: Matthew Dellavedova won at M25 Sapporo (2025).
Playing styles and historical archetype record
Dellavedova
⚔️ The Gladiator
Honda
⚙️ Grinder
Matchup analysis
⚔️ The Gladiator vs ⚙️ Grinder is historically tight (49% vs 51%, 2,579 matches). Neither style has a clear edge, so form, surface, and the head-to-head matter most.
1 career meeting, newest first
Hit rates on common betting markets · Last 90 days
| Outcome | Dellavedova | Honda | ||
|---|---|---|---|---|
| Outcome | Matthew Dellavedova | Naoya Honda | ||
| 1 or more | 83% | 19/23 | 100% | 14/14 |
| 3 or more | 52% | 12/23 | 86% | 12/14 |
| 5 or more | 30% | 7/23 | 36% | 5/14 |
| 10 or more | 0% | 0/23 | 0% | 0/14 |
| 15 or more | 0% | 0/23 | 0% | 0/14 |
| 20 or more | 0% | 0/23 | 0% | 0/14 |
Hypothetical if you put 1u on each player to win every one of their matches · Last 90 days
| Metric | Dellavedova | Honda |
|---|---|---|
| W-L | 12–5 | 5–5 |
| Avg odds | 1.82 | 1.54 |
| ROI % | -8.0% | -36.4% |
| Units P/L | -1.36u | -3.64u |
Results vs. opponents both players faced · Last 12 months
Across 9 shared opponents, both Dellavedova and Honda posted a 44% win rate.
| Opponent | Dellavedova | Honda |
|---|---|---|
| Takuya Kumasaka | L 63 26 26 | W |
| Alan Magadan | W 64 60 | W |
| Ye Cong Mo | W 62 75 | W 63 61 |
| Anton Shepp | L 26 16 | L 16 64 36 |
| Yusuke Kusuhara | W 60 63 | L 63 16 26 |
| Blake Ellis | L 67 67 | L 62 67 67 |
| Colin Sinclair | L 46 67 | L 16 46 |
| Max Basing | L 06 57 | L 06 16 |
| Naoki Tajima | W 63 62 | W 63 62 |
Last five matches per player
Matches, sets and games won · Last 12 months · 36–92 matches
| Metric | Dellavedova | Honda |
|---|---|---|
| Matches won | 61% | 42% |
| Sets won | 58% | 49% |
| Games won | 54% | 50% |
Head-to-head record by tournament tier
| Stage | Dellavedova | Honda |
|---|---|---|
| ITF M25 | 1 | 0 |
Head-to-head record per surface
| Surface | Dellavedova | Honda |
|---|---|---|
| Hard | 1 | 0 |
