Anastasia Myskina - Singles Performance Timeline

Singles Performance Timeline

To prevent confusion and double counting, information in this table is updated only once a tournament or the player's participation in the tournament has concluded. This table is current through the 2007 French Open, which ended on June 10, 2007.

Tournament 1999 2000 2001 2002 2003 2004 2005 2006 2007 Career
SR
Career
W-L
Total
Australian Open A A A 2R QF QF 4R 4R A 0 / 5 14–5 N/A
French Open A 1R 1R 1R 2R W 1R 4R 1R 1 / 8 11–7 N/A
Wimbledon A 3R 2R 3R 4R 3R QF QF A 0 / 7 18–7 N/A
US Open 2R 1R 1R 3R QF 2R 3R 1R A 0 / 8 10–8 N/A
Grand Slam SR 0 / 1 0 / 3 0 / 3 0 / 4 0 / 4 1 / 4 0 / 4 1 / 4 0 / 1 1 / 28 N/A N/A
Grand Slam W-L 1–1 2–3 1–3 5–4 12–4 14–3 8–4 10–4 0–1 N/A 53–27 N/A
WTA Tour Championships A A A 1R 4R SF A A A 0 / 3 3–5 N/A
WTA Tier I Tournaments
Tokyo A A A Q1 A A A SF A 0 / 2 2–2 N/A
Indian Wells A 1R A 4R 2R SF SF 4R A 0 / 5 8–5 N/A
Miami A 3R 1R 3R 2R A 4R QF A 0 / 6 8–6 N/A
Charleston A 2R 1R QF 2R A 2R A A 0 / 5 4–5 N/A
Rome A A 1R 2R QF QF 2R 3R A 0 / 5 9–5 N/A
Berlin A A Q1 2R 2R QF 2R A A 0 / 5 2–5 N/A
San Diego A A A 3R A F A A A 0 / 2 5–2 N/A
Montreal/Toronto A 1R Q2 1R 3R SF SF 2R A 0 / 7 8–7 N/A
Moscow 2R A SF 1R W W QF A A 2 / 9 18–7 N/A
Zurich A QF Q1 2R A A SF 1R A 0 / 5 9–5 N/A
Career statistics
Finals reached 1 0 0 4 5 4 2 3 0 N/A N/A 19
Tournaments Won 1 0 0 1 4 3 1 0 0 N/A N/A 10
Hard Outdoors W-L 4–4 3–7 2–3 19–11 15–8 27–10 14–8 13–10 0–1 N/A 97–62 N/A
Hard Indoors W-L 0–0 2–2 0–1 0–1 6–5 5–4 5–2 0–0 0–0 N/A 18–15 N/A
Clay W-L 5–1 6–6 1–4 12–8 11–6 12–2 3–6 8–4 0–1 N/A 58–38 N/A
Grass W-L 0–0 5–3 3–2 10–3 3–2 2–1 5–2 8–2 0–0 N/A 36–15 N/A
Carpet W-L 1–1 0–0 5–2 6–5 11–1 9–1 9–2 2–1 0–0 N/A 43–13 N/A
Overall W-L 10–6 16–18 11–12 47–28 46–22 55–18 36–20 31–17 0–2 N/A 252–143 N/A
Year-End Rank 65 58 59 11 7 3 14 16 1038 N/A N/A

Read more about this topic:  Anastasia Myskina

Famous quotes containing the word performance:

    To vote is like the payment of a debt—a duty never to be neglected, if its performance is possible.
    Rutherford Birchard Hayes (1822–1893)