Brian MacPhie
Brian MacPhie (born May 11, 1972 in San Jose) is a former professional tennis player from the United States.
MacPhie enjoyed most of his tennis success while playing doubles. During his career, he won seven doubles titles. He achieved a career-high doubles ranking of world No. 22 in 2002.
MacPhie is now coaching tennis to juniors and adults in Austin, Texas at the Hills of Lakeway Elevation Athletic Club.
Career finals
Doubles: 20 (7 titles)
Outcome | No. | Year | Tournament | Surface | Partner | Opponents | Score |
---|---|---|---|---|---|---|---|
Runner-up | 1. | 1994 | Birmingham, U.S. | Clay | 6–2, 3–6, 2–6 | ||
Runner-up | 2. | 1994 | Los Angeles, U.S. | Hard | 6–4, 2–6, 0–6 | ||
Runner-up | 3. | 1995 | Montreal, Canada | Hard | 2–6, 2–6 | ||
Runner-up | 4. | 1996 | Indian Wells, U.S. | Hard | 6–1, 2–6, 2–6 | ||
Winner | 1. | 1997 | San Jose, U.S. | Hard (i) | 4–6, 7–6, 7–5 | ||
Runner-up | 5. | 1999 | Tokyo, Japan | Hard | 3–4 ret. | ||
Runner-up | 6. | 1999 | Delray Beach, U.S. | Clay | 6–7, 6–3, 3–6 | ||
Runner-up | 7. | 1999 | Los Angeles, U.S. | Hard | 2–6, 6–7 | ||
Winner | 2. | 2000 | Delray Beach, U.S. | Hard | 7–5, 6–4 | ||
Winner | 3. | 2001 | San Jose, U.S. | Hard (i) | 6–3, 7–6 | ||
Winner | 4. | 2001 | Indianapolis, U.S. | Hard | 7–6, 5–7, 6–4 | ||
Winner | 5. | 2002 | Memphis, U.S. | Hard (i) | 6–3, 3–6, [10–4] | ||
Runner-up | 8. | 2002 | s'Hertogenbosch, Netherlands | Grass | 6–7, 7–6, 4–6 | ||
Runner-up | 9. | 2003 | Valencia, Spain | Clay | 1–6, 7–6, 4–6 | ||
Runner-up | 10. | 2004 | San Jose, U.S. | Hard (i) | 2–6, 5–7 | ||
Winner | 6. | 2004 | Scottsdale, U.S. | Hard | 6–3, 6–1 | ||
Runner-up | 11. | 2004 | Houston, U.S. | Clay | 3–6, 4–6 | ||
Runner-up | 12. | 2004 | Nottingham, England | Grass | 4–6, 3–6 | ||
Runner-up | 13. | 2004 | Shanghai, China | Hard | 6–4, 6–7, 6–7 | ||
Winner | 7. | 2005 | Los Angeles, U.S. | Hard | 6–3, 6–4 |
gollark: That looks like fibonacci output, sure.
gollark: This seems kind of horribly accursed, is it not allocating an unreasonably vast amount of things?
gollark: How fibonaccious.
gollark: In which you can do Fibonacci.
gollark: To implement lambda calculus.
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