ITF M · Futures 2026
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Hypothetical if you put 1u on each player to win every one of their matches · Last 90 days
| Metric | Kamboj | Shin |
|---|---|---|
| W-L | 3–1 | 2–5 |
| Avg odds | 3.76 | 3.68 |
| ROI % | +19.0% | -62.7% |
| Units P/L | +0.76u | -4.39u |
Small sample: ROI stabilizes with more matches; fewer than 10 in the window is noisy.
First career meeting
Kamboj and Shin have never faced each other on tour.
Results vs. opponents both players faced · Last 12 months
Across 1 shared opponent, both Kamboj and Shin posted a 0% win rate.
| Opponent | Kamboj | Shin |
|---|---|---|
| Dev Javia | L 36 46 | L |
Serve and return comparison · Last 90 days
| Stat | Kamboj | Shin |
|---|---|---|
| Serve | ||
| 1st Serve In % | 61.8% | 66.7% |
| 1st Serve Pts Won % | 67.3% | 67% |
| 2nd Serve Pts Won % | 60.5% | 50.8% |
| Aces / Match | 2.2 | 2.8 |
| Double Faults / Match | 0.4 | 4.4 |
| Break Points Saved % | 51.4% | 55.8% |
| Return | ||
| 1st Return Pts Won % | 38% | 33.8% |
| 2nd Return Pts Won % | 57.7% | 53.4% |
| BP Converted % | 36.3% | 42% |
| Rally | ||
| Winners / Match | 0 | 5 |
| Unforced Errors / Match | 0 | 39 |
| Net Pts Won % | 0% | 63.6% |
| Total Pts Won % | 54% | 51.5% |
| Surface (Hard) | ||
| Hard Win % | 50% | 29% |
Last five matches per player
Match summary
Udit Kamboj and Maxim Shin meet on hard court at the Futures 2026 event on June 23rd. Neither player has faced the other before. Kamboj is ranked 1228; Shin sits at 1142.
Kamboj has won three of his last five matches after a two-match losing streak, while Shin has won one of his last five and is also on a two-match skid. Both players have struggled on hard courts lately, combining for 11 wins in 26 matches on the surface.
Shin plays with disruption in mind, using angles and slice to keep opponents off-rhythm. Kamboj's approach remains less defined. On hard courts, both players carry similar win rates near 30%, suggesting neither commands the surface with consistency. The match will test who can string together service holds and limit unforced errors across a full set.
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