Valeriia Artemeva vs Barbora Michalkova

WTA Republic Karlovy Vary (Czech Republic), Indoors. Wednesday, October 21, 2026, 01:00.

Updated

Tennis Gauge's model favors Valeriia Artemeva, giving them a 72% chance to win against Barbora Michalkova (28%).

This preview is from Wednesday, October 21, 2026. The result isn't in the database yet.

Pre-match prediction

The model makes Valeriia Artemeva a 72% favorite. The odds and the model roughly agree, so neither side shows value.

Model
72%
Book
82%

Model minus book: -10 pts

Model
28%
Book
27%

Model minus book: +1 pts

Model estimates, not betting advice. How the numbers work · Expected value of Valeriia Artemeva at -455 · Model track record

Player comparison

Valeriia ArtemevaBarbora Michalkova
Tennis Gauge rating6328–
Tour rankWTA #907–
Last 10 matches6-4–
Last 30 days3-20-0
Current streak3 Wins–
Season record30-23–
UTR10.4210.07

Head to head

Valeriia Artemeva and Barbora Michalkova haven't played each other in our records.

Recent form

Valeriia Artemeva, last 10

DateOpponentScore
29.10.2026Vanesa Sulcova W6-4, 6-1
28.10.2026Lydia Brennan W6-1, 7-6
27.10.2026Izabela Heinzova W6-2, 6-2
21.10.2026Daria Lopatetska L6-2, 6-1
20.10.2026Michalkova Barbora W6-3, 6-3
17.10.2026Carolina Alves L7-5, 6-3
13.10.2026Ilina Ilieva W6-3, 6-3
08.10.2026Lujza Beviz L6-2, 4-6, 6-1
07.10.2026Lujza Zimenova W6-3, 6-0
14.07.2026Carolina Kuhl L6-3, 6-1

Barbora Michalkova, last 0

No recent matches on record.

Common opponents, last 12 months

No common opponents in the last 12 months.

Valeriia Artemeva vs Barbora Michalkova: quick answers

Who will win Valeriia Artemeva vs Barbora Michalkova?

Tennis Gauge's model favors Valeriia Artemeva, giving them a 72% chance to win against Barbora Michalkova (28%).

Have Valeriia Artemeva and Barbora Michalkova played before?

Not in Tennis Gauge's records. This would be their first recorded meeting.

What are the odds for Valeriia Artemeva vs Barbora Michalkova?

Valeriia Artemeva is priced at -455 and Barbora Michalkova at +270, which implies a 82% and 27% chance to win. The model and the odds roughly agree, so neither side shows value.