Example fixes and a few comments
Wolfgang Corcoran-Mathe
(22 Jul 2021 18:50 UTC)
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Re: Example fixes and a few comments
John Cowan
(22 Jul 2021 23:14 UTC)
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Re: Example fixes and a few comments
Marc Nieper-Wißkirchen
(23 Jul 2021 14:30 UTC)
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Re: Example fixes and a few comments
John Cowan
(23 Jul 2021 22:39 UTC)
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Re: Example fixes and a few comments
Marc Nieper-Wißkirchen
(24 Jul 2021 06:32 UTC)
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Re: Example fixes and a few comments
Wolfgang Corcoran-Mathe
(25 Jul 2021 19:59 UTC)
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Re: Example fixes and a few comments
Marc Nieper-Wißkirchen
(25 Jul 2021 20:31 UTC)
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Re: Example fixes and a few comments
John Cowan
(25 Jul 2021 21:54 UTC)
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Re: Example fixes and a few comments
Marc Nieper-Wißkirchen
(26 Jul 2021 06:35 UTC)
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Re: Example fixes and a few comments
John Cowan
(26 Jul 2021 22:18 UTC)
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Re: Example fixes and a few comments
Dr. Arne Babenhauserheide
(27 Jul 2021 05:32 UTC)
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Re: Example fixes and a few comments
Marc Nieper-Wißkirchen
(27 Jul 2021 05:38 UTC)
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Re: Example fixes and a few comments
John Cowan
(06 Aug 2021 01:49 UTC)
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Re: Example fixes and a few comments
Marc Nieper-Wißkirchen
(13 Aug 2021 10:25 UTC)
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Re: Example fixes and a few comments
John Cowan
(21 Oct 2021 23:10 UTC)
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Re: Example fixes and a few comments
John Cowan
(25 Jul 2021 21:46 UTC)
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Re: Example fixes and a few comments
Marc Nieper-Wißkirchen
(26 Jul 2021 06:40 UTC)
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fashes: fully functional hash tables Dr. Arne Babenhauserheide (25 Jul 2021 22:51 UTC)
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Re: fashes: fully functional hash tables
John Cowan
(26 Jul 2021 00:38 UTC)
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Wolfgang Corcoran-Mathe <xxxxxx@sigwinch.xyz> writes: > On 2021-07-22 19:14 -0400, John Cowan wrote: >> > I'd like to read more before >> > developing this point, but I believe it's crucial that dictionaries >> > either support both approaches or be divided into two classes. >> > >> >> "Facts are stubborn things." Some dictionaries (that already exist) >> support mutation only, some (again, that already exist) don't support >> mutation but do support functional update, some in the future may be >> completely immutable (perfect hash tables, anyone?). Did you see the fashes for Guile? https://hg.sr.ht/~bjoli/guile-fash/browse/fash.scm?rev=tip ;;; A fash is a functional hash map. The interface is similar to that of regular ;;; hash tables with eq? eqv? and equal? behaviour with regards to keys. ;;; When creating fashes you have to decide how keys are compared. If the keys you ;;; are using are comparable using eq? (like symbols or keywords) that is by far ;;; the fastest way of comparing keys. If you want to use strings as keys, you will ;;; have to use the (fash ...)-style fashes. For eqv? comparisons you can use (fashv ...) ;;; and for eq? comparisons (fashq ...). Best wishes, Arne -- Unpolitisch sein heißt politisch sein ohne es zu merken