And of course... naming remains one of the hardest things to do in any field.
Mathematicians should stop naming things after each other
131–140 of 406 posts
Re: Mathematicians should stop naming things after each other
#132Hard disagree. Once you get to the advanced levels of any field, terminology being "accessible" doesn't really matter, but being precise does . Areas like philosophy and law actually suffer in my opinion when they overload common words with uncommon meanings, or descend into weird disambiguations that depend on suffixes. For example, in philosophy there's "contractarianism" and "contractualism", and trying to remembe…
I Disagree with you, in Computer Science we have things like: "Quick Sort", "Merge Sort", "Map", "Hashtable", "LRU", etc... etc... They are much more descriptive and easy to remember, even though the Algorithms can be complex themselves. Event the name "Boolean", could be changed to "Conditional"... and be even more readable. Also, Dijkstra algorithm can be generalized to "Shortest Path Algorithm" (there can be more…
"Boolean" and "conditional" are semantically very different, the difference is significant.
The "there can be more than one" is specifically why it's important to call the algorithm Dijkstra. It's possible to look it up in Google or in a textbook and immediately find the algorithm in question. Generic terms don't have that property.
Calling this narcissism does everyone a significant disservice.
Re: Mathematicians should stop naming things after each other
#133Earlier quoted context omitted.
So how would you solve it?
I imagine they work around the direct reference issue by having good search algorithms.
My current employer uses atlassian confluence for that. So if you don't know what is this server "potato1" with 7 docker containers for, you can type "potato1" in confluence and hopefully get an answer.
Maybe in big companies they use homebrew solutions for this
Re: Mathematicians should stop naming things after each other
#134Re: Mathematicians should stop naming things after each other
#135We all know what this article is really about. It is disappointing to see these kinds of articles on hn. (posted multiple times as well) ref: http://www.paulgraham.com/say.html
I came here to make the same comment so I’ll be the explainer: It’s about erasing white male names/dominance/influence/privilege/?? from math history.
And let's look at that pg article. Is discussing the ergonomics of naming things in math taboo? Is it taboo for everybody, or just people of certain demographics?
Re: Mathematicians should stop naming things after each other
#136Hard disagree. Once you get to the advanced levels of any field, terminology being "accessible" doesn't really matter, but being precise does . Areas like philosophy and law actually suffer in my opinion when they overload common words with uncommon meanings, or descend into weird disambiguations that depend on suffixes. For example, in philosophy there's "contractarianism" and "contractualism", and trying to remembe…
I Disagree with you, in Computer Science we have things like: "Quick Sort", "Merge Sort", "Map", "Hashtable", "LRU", etc... etc... They are much more descriptive and easy to remember, even though the Algorithms can be complex themselves. Event the name "Boolean", could be changed to "Conditional"... and be even more readable. Also, Dijkstra algorithm can be generalized to "Shortest Path Algorithm" (there can be more…
Re: Mathematicians should stop naming things after each other
#137The alternative is common words meaning different things, depending on field or specialty. Case in point: Entropy
Re: Mathematicians should stop naming things after each other
#138Earlier quoted context omitted.
in Computer Science we have things like: "Quick Sort", "Merge Sort", "Map", "Hashtable", "LRU", etc... Those are trivial concepts though. The article brings up "perfectoid spaces", as if to suggest their superiority to "Scholze spaces", yet neither name gives any clue as to what they are: In mathematics, perfectoid spaces are adic spaces of special kind, which occur in the study of problems of "mixed characteristic",…
Computer science is not a subfield of math. Theoretical computer science is, but there is a lot more to cs than just tcs, for example: operating systems, programming languages, human computer interaction, etc. I agree on your first point though, I think the concepts named after people are usually so abstract that the hard part is to really understand the concepts, not to remember the name.
Those topics might seem to have nothing to do with math but all of their components have mathematical underpinnings. Algorithms, data structures, complexity theory, and even the physics of end-to-end latency, colour perception, etc.
There probably are some people out there, working in these fields with only a high school math background, but I'd imagine they're exceedingly rare. Anyone who's completed a CS degree has done their fair share of math.
Re: Mathematicians should stop naming things after each other
#139Hard disagree. Once you get to the advanced levels of any field, terminology being "accessible" doesn't really matter, but being precise does . Areas like philosophy and law actually suffer in my opinion when they overload common words with uncommon meanings, or descend into weird disambiguations that depend on suffixes. For example, in philosophy there's "contractarianism" and "contractualism", and trying to remembe…
I Disagree with you, in Computer Science we have things like: "Quick Sort", "Merge Sort", "Map", "Hashtable", "LRU", etc... etc... They are much more descriptive and easy to remember, even though the Algorithms can be complex themselves. Event the name "Boolean", could be changed to "Conditional"... and be even more readable. Also, Dijkstra algorithm can be generalized to "Shortest Path Algorithm" (there can be more…
Re: Mathematicians should stop naming things after each other
#140This is one of those articles that might sound convincing to non-mathematicians (because it is annoying to learn names for difficult concepts, and many people can relate to that experience), but will not sound all that convincing to domain experts. It'd be hard to deny that descriptive terms are easier to memorize. Sometimes a piece of natural and/or physical intuition allows such terminology to arise. Scientist and…