Conversation started Nov 30, 2011 at 18:12.
Nov 30, 2011 18:12
@Srivatsan 79536 is correctly tagged now, I think
@QED You get used to it if you've been writing programs long enough...
@Srivatsan :D
@HenningMakholm In particular, the [natural-numbers] tag is ok?
@Srivatsan are we trying to get rid of natural-numbers for 58085? My best immediate replacement would be elementary-number-theory.
What Henning said.
I guess we can keep the [natural-numbers] tag for set theory or logic questions on natural numbers.
Nov 30, 2011 18:15
I have proposed [natural-numbers] as a synonym for [elementary-number-theory] some time ago, but no takers yet.
@HenningMakholm Well, if it is a synonym for elementary NT, then it cannot cover questions from logic or set theory, no? In particular, questions pertaining to the definition of natural numbers?
For 34105 I think it would be just as well tagged without [natural-numbers].
@Srivatsan I would expect questions pertaining to the definition of natural numbers to count as elementary-number-theory, actually.
@HenningMakholm Oh, if that's the case, I am down with the suggestion.
But I don't actually know any elementary number theorists, so what do I know?
@Srivatsan I thought Algol actually got it from an existing mathematical-physical convention.
"Questions on congruences, linear diophantine equations, greatest common divisor, divisibility, etc." -- At least the tag wiki summary doesn't cover this definition of natural numbers part...
@HenningMakholm Oh, I thought Algol (but not sure), but didn't know about mathematical physics used it. Thanks.
Nov 30, 2011 18:20
No, but I'd say that the definition is even more elementary than those things.
@Srivatsan It's not that I have actually seen any pre-Algol math/physics text use it. But I have seen physics texts that follow a long expression with " =: M" and thereby give a name to it.
@HenningMakholm Aw, I don't think the qualifier "elementary" is meant to cover definitions. It signifies difficulty -- or that's my understanding.
iirc, one of my Intro to Modern Number Theory pdfs says that there is "formal number theory" (which relates NT, and diophantine equs in particular, to computation and logic). That might be relevant but I haven't been following the discussion there.
Btw, irrespective of what happens to [natural-numbers], I feel that the [number] tag should go. What's your opinion on that, @Henning?
Agree completely.
Isn't there already an eradication campaign underway? I think I've seen people here discuss the pace.
That's it for me today. Later, y'all.
Nov 30, 2011 18:25
Yes, we are doing [number] (& [natural-numbers]) and [algebra] in parallel -- on different days of the week.
 
Conversation ended Nov 30, 2011 at 18:25.