1995 Fed Cup World Group Play-offs
The World Group Play-offs were four ties which involved the losing nations of the World Group first round and the winning nations of the World Group II. Nations that won their play-off ties entered the 1996 World Group, while losing nations joined the 1996 World Group II.
Argentina vs. Australia
Argentina 5 |
Tucumán Lawn Tennis Club, San Miguel, Argentina 22–23 July 1995 Red clay (outdoors) |
Australia 0 | |||||||||||||||||||||||||||||||||||||||||||
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South Africa vs. Bulgaria
South Africa 5 |
Free State Stadium, Bloemfontein, South Africa 22–23 July 1995 Decoturf (outdoors) |
Bulgaria 0 | |||||||||||||||||||||||||||||||||||||||||||
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Japan vs. Canada
Japan 5 |
Gifu Memorial Center, Gifu, Japan 22–23 July 1995 Supreme carpet (indoors) |
Canada 0 | |||||||||||||||||||||||||||||||||||||||||||
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Netherlands vs. Austria
Netherlands 1 |
Casino Racing Club, Noordwijk, Netherlands 22–23 July 1995 Supreme carpet (outdoors) |
Austria 4 | |||||||||||||||||||||||||||||||||||||||||||
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gollark: `join` is essentially `flatten`, and `fmap` is like `map` on lists.
gollark: Technically functors have `fmap`, actually.
gollark: Functor: has `map`, lets you run an `a → b` over a `f a` to get a `f b`Applicative: has `<*>`, lets you run a `f (a → b)` over a `f a` to get a `f b` and `pure`, which lets you get a `f a` from an `a`Monad: has `join`, which does `f (f a)) → f a` or alternately `bind`, which is `f a → (a → f b) → f b`.
gollark: Ah yes.
gollark: An applicative is a functor with, er, `<*>` or something.
References
- "Argentina v Australia". fedcup.com.
- "South Africa v Bulgaria". fedcup.com.
- "Japan v Canada". fedcup.com. Archived from the original on 2012-03-03. Retrieved 2012-03-01.
- "Netherlands v Austria". fedcup.com.
See also
- Fed Cup structure
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