2015 Fed Cup Asia/Oceania Zone

The Asia/Oceania Zone was one of three zones of regional competition in the 2015 Fed Cup.

Main article: 2015 Fed Cup

Group I

Pools
Pool A JPN KOR UZB HKG
1  Japan (3–0) 3–0 3–0 3–0
2  South Korea (2–1) 0–3 2–1 3–0
3  Uzbekistan (1–2) 0–3 1–2 3–0
4  Hong Kong (0–3) 0–3 0–3 0–3
Pool B KAZ CHN THA TPE
1  Kazakhstan (3–0) 2–1 2–1 2–1
2  China (2–1) 1–2 2–1 2–1
3  Thailand (1–2) 1–2 1–2 2–1
4  Chinese Taipei (0–3) 1–2 1–2 1–2

Play-offs
Main article: 2015 Fed Cup Asia/Oceania Zone Group I – Play-offs
PlacingA TeamScoreB Team
Promotion Japan2–0 Kazakhstan
3rd–4th South Korea2–1 China
5th–6th Uzbekistan0–2 Thailand
Relegation Hong Kong1–2 Chinese Taipei

Group II
  • Venue: SAAP Tennis Complex, Hyderabad, India (outdoor hard)
  • Dates: 14–18 April

Pools
Pool A PHI SIN N/A
1  Philippines (1–0) 3–0 N/A
2  Singapore (0–1) 0–3 N/A
3 N/A N/A N/A
Pool B TKM IRI KGZ
1  Turkmenistan (2–0) 3–0 3–0
2  Iran (1–1) 0–3 3–0
3  Kyrgyzstan (0–2) 0–3 0–3
Pool C IND MAS PAK
1  India (2–0) 3–0 3–0
2  Malaysia (1–1) 0–3 3–0
3  Pakistan (0–2) 0–3 0–3
Pool D INA POC SRI
1  Indonesia (2–0) 3–0 3–0
2 Pacific Oceania (1–1) 0–3 3–0
3  Sri Lanka (0–2) 0–3 0–3

Play-offs
Main article: 2015 Fed Cup Asia/Oceania Zone Group II – Play-offs

1st to 4th playoffs
  Semifinals
17 April		 Final
18 April
                 
 
  A   Philippines 2  
  D   Indonesia 1    
    A   Philippines 1
    C   India 2
  B   Turkmenistan 0
  C   India 2  

5th to 10th playoffs
PlacingA TeamScoreD Team
5th–8th Singapore0–3[[File:|23x15px|border |alt=|link=]] Pacific Oceania
PlacingB TeamScoreC Team
5th–8th Iran0–2 Malaysia
9th–10th Kyrgyzstan0–2 Pakistan

Final placements
Placing Teams
Promoted  India
Second  Philippines
Third  Indonesia  Turkmenistan
Fifth  Malaysia Pacific Oceania
Seventh  Iran  Singapore
Ninth  Pakistan
Tenth  Kyrgyzstan
Eleventh  Sri Lanka
gollark: Python has bigints, it's fine*.
gollark: And wildly inefficient.
gollark: Which would work but be excessive since you only need 1 bit per number.
gollark: Products of primes?
gollark: > and through the magic of mathematical properties of certain numbers, the state for thousands of bills can be stored in a single integer… bitfields?

References
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