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| 2020-10-11 12:47:28 | hackage | unliftio-path 0.0.1.0 - UnliftIO using well-typed Paths. https://hackage.haskell.org/package/unliftio-path-0.0.1.0 (locallycompact) |
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| 2020-10-11 13:13:58 | hackage | unliftio-path 0.0.2.0 - UnliftIO using well-typed Paths. https://hackage.haskell.org/package/unliftio-path-0.0.2.0 (locallycompact) |
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| 2020-10-11 13:15:28 | hackage | aeson-combinators 0.0.3.0 - Aeson combinators for dead simple JSON decoding https://hackage.haskell.org/package/aeson-combinators-0.0.3.0 (MarekFajkus) |
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| 2020-10-11 14:15:31 | <dwts> | quick question to all of you lambda wizards. Supposing we have this expression: (λx.x)(λy.y)z , are (λy.y) and z two arguments that λx accepts or is it that λx accepts one argument, λy which itself accepts another argument z ? |
| 2020-10-11 14:16:32 | <hpc> | (λx.x) takes (λy.y), then the /result/ of that is what takes z |
| 2020-10-11 14:16:42 | <dwts> | ok |
| 2020-10-11 14:16:52 | <dwts> | so both x and y lambdas accept one argument |
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| 2020-10-11 14:24:42 | <ski> | yes |
| 2020-10-11 14:26:32 | <merijn> | *all* lambdas accept only one argument |
| 2020-10-11 14:27:01 | <merijn> | We just sometimes use syntactic short hand where we skip the boilerplate and write "as if" they took multiple |
| 2020-10-11 14:27:57 | <dwts> | yeah, the book made that clear in the first pages that all lambdas accept only one argument, but the way it's written confused me to think that it accepts two |
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