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Groups > comp.lang.javascript > #41107
| From | "R.Wieser" <address@not.available> |
|---|---|
| Newsgroups | comp.lang.javascript |
| Subject | Re: Are Floating Point Numbers still a Can of Worms? |
| Date | 2022-10-15 17:44 +0200 |
| Organization | Aioe.org NNTP Server |
| Message-ID | <tiekgs$8c2$1@gioia.aioe.org> (permalink) |
| References | <31753076-4806-4dd3-8577-40a4ed23b57dn@googlegroups.com> <tidnpc$1vh5$1@gioia.aioe.org> <tie14h$2lmqv$1@dont-email.me> <tie6cf$1rda$1@gioia.aioe.org> <tiehnp$2pf9o$1@dont-email.me> |
John, >> :-) The fact that that BigInt float exists (or even a 80-bit float) does >> seem to indicate that there are people out there that disagree with you. > <Snip> > > I was indicating that it's not a "can of worms". Ah thataway. Well, in that case I don't fully agree with you there. You have to know what you're dealing with not to stumble into a floats pitfalls. ... as you've eloquently shown in your next message : > For what it's worth, the correct value of 1889**29 is : > > 102500687830512064253064716070601123218909116358654017979384519544555980744900395407329380298209 > > so the ...206 value is most accurate and ...207 is only slightly less > accurate. The ...204 value illustrates why you want to cut down the number > of floating point operations to get an answer. Although I was aware that multiple divisions (creating small fractional results) could easily lead to precision problems, I fully overlooked that those same problems could creep up on you when doing integer multiplications resulting in big numbers. :-\ Regards, Rudy Wieser
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Are Floating Point Numbers still a Can of Worms? Mostowski Collapse <bursejan@gmail.com> - 2022-10-14 15:52 -0700
Re: Are Floating Point Numbers still a Can of Worms? Ben Bacarisse <ben.usenet@bsb.me.uk> - 2022-10-15 01:52 +0100
Re: Are Floating Point Numbers still a Can of Worms? "R.Wieser" <address@not.available> - 2022-10-15 09:33 +0200
Re: Are Floating Point Numbers still a Can of Worms? "R.Wieser" <address@not.available> - 2022-10-15 10:00 +0200
Re: Are Floating Point Numbers still a Can of Worms? John Harris <niam@jghnorth.org.uk.invalid> - 2022-10-15 11:13 +0100
Re: Are Floating Point Numbers still a Can of Worms? "R.Wieser" <address@not.available> - 2022-10-15 13:43 +0200
Re: Are Floating Point Numbers still a Can of Worms? John Harris <niam@jghnorth.org.uk.invalid> - 2022-10-15 15:56 +0100
Re: Are Floating Point Numbers still a Can of Worms? "R.Wieser" <address@not.available> - 2022-10-15 17:44 +0200
Re: Are Floating Point Numbers still a Can of Worms? Mostowski Collapse <janburse@fastmail.fm> - 2022-10-15 14:25 +0200
Re: Are Floating Point Numbers still a Can of Worms? "R.Wieser" <address@not.available> - 2022-10-15 16:31 +0200
Re: Are Floating Point Numbers still a Can of Worms? John Harris <niam@jghnorth.org.uk.invalid> - 2022-10-15 16:22 +0100
Re: Are Floating Point Numbers still a Can of Worms? Ben Bacarisse <ben.usenet@bsb.me.uk> - 2022-10-15 17:04 +0100
Re: Are Floating Point Numbers still a Can of Worms? Mostowski Collapse <bursejan@gmail.com> - 2022-10-15 09:47 -0700
Re: Are Floating Point Numbers still a Can of Worms? Mostowski Collapse <janburse@fastmail.fm> - 2022-10-15 18:51 +0200
Re: Are Floating Point Numbers still a Can of Worms? Mostowski Collapse <bursejan@gmail.com> - 2022-10-22 14:35 -0700
Re: Are Floating Point Numbers still a Can of Worms? Mostowski Collapse <bursejan@gmail.com> - 2022-11-21 09:02 -0800
Re: Are Floating Point Numbers still a Can of Worms? Julio Di Egidio <julio@diegidio.name> - 2022-10-17 02:00 -0700
Re: Are Floating Point Numbers still a Can of Worms? Mostowski Collapse <bursejan@gmail.com> - 2022-10-18 07:40 -0700
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