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2001 Sybase Open – Doubles


USA Brian MacPhie USA Jonathan Stark

Jan-Michael Gambill and Scott Humphries were the defending champions but they competed with different partners that year, Gambill with Jonathan Stark and Humphries with Justin Gimelstob.

Gimelstob and Humphries lost in the quarterfinals to Simon Aspelin and Johan Landsberg.

Gambill and Stark lost in the final 6–3, 7–6(7–4) against Mark Knowles and Brian MacPhie.

Seeds

Champion seeds are indicated in bold text while text in italics indicates the round in which those seeds were eliminated.

  1. CAN Sébastien Lareau / USA Alex O'Brien (quarterfinals)
  2. USA Justin Gimelstob / USA Scott Humphries (quarterfinals)
  3. RSA Neville Godwin / USA Rick Leach (quarterfinals)
  4. BAH Mark Knowles / USA Brian MacPhie (champions)

Draw

| RD1-seed01=1 | RD1-team01=CAN S LareauUSA A O'Brien | RD1-score01-1=6 | RD1-score01-2=7 | RD1-score01-3= | RD1-seed02=WC | RD1-team02=USA L JensenUSA M Jensen | RD1-score02-1=2 | RD1-score02-2=5 | RD1-score02-3= | RD1-seed03= | RD1-team03=USA J PalmerUSA C Woodruff | RD1-score03-1=6 | RD1-score03-2=6 | RD1-score03-3= | RD1-seed04= | RD1-team04=USA B BryanUSA M Bryan | RD1-score04-1=4 | RD1-score04-2=3 | RD1-score04-3= | RD1-seed05=4 | RD1-team05=BAH M KnowlesUSA B MacPhie | RD1-score05-1=6 | RD1-score05-2=78 | RD1-score05-3= | RD1-seed06= | RD1-team06=JPN T ShimadaRSA M Wakefield | RD1-score06-1=2 | RD1-score06-2=66 | RD1-score06-3= | RD1-seed07=WC | RD1-team07=USA P GoldsteinUSA J Thomas | RD1-score07-1=3 | RD1-score07-2=7 | RD1-score07-3=6 | RD1-seed08= | RD1-team08=AUS W ArthursAUS B Ellwood | RD1-score08-1=6 | RD1-score08-2=5 | RD1-score08-3=3 | RD1-seed09= | RD1-team09=USA J-M GambillUSA J Stark | RD1-score09-1=6 | RD1-score09-2=67 | RD1-score09-3=6 | RD1-seed10= | RD1-team10=ESP J BalcellsAUS A Kratzmann | RD1-score10-1=3 | RD1-score10-2=79 | RD1-score10-3=3 | RD1-seed11=WC | RD1-team11=GER T HaasUSA G Weiner | RD1-score11-1=1 | RD1-score11-2=65 | RD1-score11-3= | RD1-seed12=3 | RD1-team12=RSA N GodwinUSA R Leach | RD1-score12-1=6 | RD1-score12-2=77 | RD1-score12-3= | RD1-seed13= | RD1-team13=AUS D MacphersonRSA G Stafford | RD1-score13-1=63 | RD1-score13-2=3 | RD1-score13-3= | RD1-seed14= | RD1-team14=SWE S AspelinSWE J Landsberg | RD1-score14-1=77 | RD1-score14-2=6 | RD1-score14-3= | RD1-seed15=Q | RD1-team15=ISR H LevyBRA A Sá | RD1-score15-1=3 | RD1-score15-2=64 | RD1-score15-3= | RD1-seed16=2 | RD1-team16=USA J GimelstobUSA S Humphries | RD1-score16-1=6 | RD1-score16-2=77 | RD1-score16-3= | RD2-seed01=1 | RD2-team01=CAN S LareauUSA A O'Brien | RD2-score01-1=3 | RD2-score01-2=3 | RD2-score01-3= | RD2-seed02= | RD2-team02=USA J PalmerUSA C Woodruff | RD2-score02-1=6 | RD2-score02-2=6 | RD2-score02-3= | RD2-seed03=4 | RD2-team03=BAH M KnowlesUSA B MacPhie | RD2-score03-1=6 | RD2-score03-2=2 | RD2-score03-3=6 | RD2-seed04=WC | RD2-team04=USA P Goldstein USA J Thomas | RD2-score04-1=3 | RD2-score04-2=6 | RD2-score04-3=3 | RD2-seed05= | RD2-team05=USA J-M Gambill USA J Stark | RD2-score05-1=6 | RD2-score05-2=1 | RD2-score05-3=6 | RD2-seed06=3 | RD2-team06=RSA N Godwin USA R Leach | RD2-score06-1=1 | RD2-score06-2=6 | RD2-score06-3=3 | RD2-seed07= | RD2-team07=SWE S Aspelin SWE J Landsberg | RD2-score07-1=6 | RD2-score07-2=710 | RD2-score07-3= | RD2-seed08=2 | RD2-team08=USA J Gimelstob USA S Humphries | RD2-score08-1=3 | RD2-score08-2=68 | RD2-score08-3= | RD3-seed01= | RD3-team01=USA J Palmer USA C Woodruff | RD3-score01-1=62 | RD3-score01-2=3 | RD3-score01-3= | RD3-seed02=4 | RD3-team02=BAH M Knowles USA B MacPhie | RD3-score02-1=77 | RD3-score02-2=6 | RD3-score02-3= | RD3-seed03= | RD3-team03=USA J-M Gambill USA J Stark | RD3-score03-1=77 | RD3-score03-2=78 | RD3-score03-3= | RD3-seed04= | RD3-team04=SWE S Aspelin SWE J Landsberg | RD3-score04-1=64 | RD3-score04-2=66 | RD3-score04-3= | RD4-seed01=4 | RD4-team01=BAH Mark Knowles USA Brian MacPhie | RD4-score01-1=6 | RD4-score01-2=77 | RD4-score01-3= | RD4-seed02= | RD4-team02=USA Jan-Michael Gambill USA Jonathan Stark | RD4-score02-1=3 | RD4-score02-2=64 | RD4-score02-3=

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