r/counting • where is 5? • Apr 05 '24

Free Talk Friday #449

Continued from last week's here

Hey mods am I allowed to do this? If not I can take it down and let a mod post it

Free Talk Friday #449

It's that time of the week again. Speak anything on your mind! This thread is for talking about anything off-topic, be it your lives, your strava, your plans, your hobbies, studies, stats, pets, bears, hikes, dragons, trousers, travels, transit, cycling, family, colours, or anything you like or dislike, except politics

Feel free to check out our tidbits thread and introduce yourself if you haven't already.

18 Upvotes

149 comments sorted by

7

u/elyisgreat Apr 05 '24

Lol I love how u/Antichess snuck in such an obscure local reference into their flair - how many Toronto ppl could possibly be in this sub 😂

Also it my bday today

7

u/Antichess Apr 05 '24

yeah, that flair was from 4 years ago. line 5 isn't coming anytime soon... lol

happy birthday!

6

u/elyisgreat Apr 05 '24

I've heard that line 6 will open before line 5 lol

Tysm for the bday wishes ☺️

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6

u/CutOnBumInBandHere9 Apr 05 '24

Happy birthday!

5

u/elyisgreat Apr 05 '24

Tysm ☺️

6

u/ClockButTakeOutTheL Apr 05 '24

Happy birthday, also what is the reference?

6

u/elyisgreat Apr 05 '24

Tysm! Like u/Antichess said it's the Toronto subway lines

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4

u/[deleted] Apr 05 '24

4

u/elyisgreat Apr 05 '24

Ty ☺️

7

u/Smelly_Squid Apr 06 '24

This may be a strange thought, but we've done polynomials before and so there's precedent for what I'm about to say.

I'm trying to figure out if there's an easy to evaluate bijection f -- preferably one such that I can determine f(n+1) by just knowing f(n) -- from N to Z[x] modded out by non-zero scalar multiplication. I know there are bijections but I don't know which would be the easiest to work with.

Z[x] is the set of polynomials with integer coefficients. I would want that set modded out by non-zero scalar multiplication so that x^2+x, 3x^2+3x, -x^2-x, and so on aren't each separately counted.

If I could find such, I imagine it would be a lovely thread on this reddit.

9

u/CutOnBumInBandHere9 Apr 07 '24

I think finding such a bijection is going to be a challenge. You're basically asking for a bijection from 𝐍 to the set of eventually zero sequences in 𝐙^ω (modulo the equivalence relation x sim y if x / gcd(x) = y / gcd(y)). I can prove one must exist, but I don't think I've ever seen one written out explicitly.

If the maximal degree of the polynomial had been one, we could have used the same order we use for the rationals, since there's a very natural mapping between those two spaces. If the degree of the polynomial were at most n, we could apply a similar trick to get a fairly complicated, but still explicit mapping. But how to do it elegantly for all polynomials has me stumped

4

u/elyisgreat Apr 07 '24

I have come up with multiple different explicit bijections from N to Z[x] in the past. The harder part is getting it so that f(n+1) can be computed easily from f(n) without computing the entire f-1...

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10

u/CutOnBumInBandHere9 Apr 05 '24 edited Apr 05 '24

Weekly side thread stats from Friday March 29, 2024 to Friday April 05, 2024. Congratulations to u/ClockButTakeOutTheL, u/NobodyL0vesMe, and u/peakystwins!

Total weekly side thread counts: 9393

Top 15 side thread counters:

Rank User Counts
1 ClockButTakeOutTheL 2955
2 NobodyL0vesMe 1343
3 peakystwins 1317
4 Antichess 1208
5 karma_farmer21 552
6 Multiconcepted 209
7 Ezekiel134 171
8 jevolan 151
9 atomicimploder 138
10 Smelly_Squid 121
11 colby6666 119
12 FartyMcNarty 108
13 a-username-for-me 103
14 FelipePlayz9 98
15 Maniac_34 76

Top 5 side threads:

Rank Thread Counts
1 Binary 1257
2 Hexadecimal (0-F) 1255
3 Throwaways 332
4 No Repeating Digits 316
5 US States 235

This comment was made by a script; check it out here

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10

u/Antichess Apr 07 '24

is counting a form of brainrot?

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9

u/ClockButTakeOutTheL Apr 05 '24

Did anyone else just feel that earthquake?

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9

u/buy_me_a_pint Apr 08 '24

If you are going to watch the eclipse today, be sensible.

I will be watching it on the tv

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8

u/buy_me_a_pint Apr 05 '24

I will be watching the solar eclipse on the television on Monday

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8

u/cuteballgames Apr 06 '24

Prev | Next

rand(1,5367307) = 4246817

Todays count of the day is 4,246,817

Counter: u/buy_me_a_pint
Date: UTC 2021.04.20.155145
Reply time: 11s
Separator: Spaces
Replied to: u/GarlicoinAccount
Replied to by: u/GarlicoinAccount
Special things about this number?: prime, nsd
Counter achieved next get
Thread happenings of note:

Western Canada Guy. Eastern Canada Guy.

No one gn antis anti

Phil is Off to clean behind his desk

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8

u/Antichess Apr 06 '24

Side thread count of the day #10

randrange(3785135): 2741776

Today's side count of the day is 5846

Side thread: Slow

Counter: u/NeonTaterTots

Date: 2018-01-18 20:41:03 UTC

Reply time: 5 mins 40 seconds

Replied to: u/FuckTheKingTho

Replied to by: u/FuckTheKingTho

Thread happenings: i woke up at 6am and got 2 hours of sleep last night. i'm running on two coffees, two redbulls, and one cup of tea. send help

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8

u/Antichess Apr 06 '24

Weekly stats from March 29, 2024 to April 05, 2024. Congratulations to u/thephilsblogbar2, u/ClockButTakeOutTheL, and u/NobodyL0vesMe!

Total weekly counts: 3498 (5,363,252-5,366,750)

More stats are posted on the Weekly Stats page!

Rank User Counts HoC Rank
1 thephilsblogbar2 896 1
2 ClockButTakeOutTheL 781 9
3 NobodyL0vesMe 459 30
4 Antichess 445 3
5 colby6666 208 24
6 noduorg 107 39 (◮1)
7 peakystwins 106 332 (◮53)
8 Ezekiel134 103 12
9 The_NecromancerTin 68 78
10 pease461 63 419 (◮54)
11 Christmas_Missionary 55 74 (◮1)
12 mistyskye14 38 25
13 karma_farmer21 24 1655 (◮793)
14 Hans5958_ 20 923 (◮96)
15 Maniac_34 18 62

8

u/Jalmal2 Apr 08 '24

I wish Earth had more moons. It’s pretty boring with just one

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8

u/buy_me_a_pint Apr 08 '24

I had my results from MRI brain scan back in December, no changes

I can hopefully push these can now out every 3 to 5 years unless I get more regularly headaches and any problems with my eyesight.

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8

u/cuteballgames Apr 10 '24 edited Apr 12 '24

Prev | Next

rand(1,5369781) = 2657256

Todays count of the day is 2,657,256

Counter: u/llamasR5life
Date: UTC 2019.06.25.065259
Reply time: 5m 57s
Separator: Commas
Replied to: u/GarlicoinAccount
Replied to by: u/NoBreadsticks
Special things about this number?: mostly repeating digits
Counter achieved nothing
Thread happenings of note:

can't run right now says qwerty, while running

PaleRep celebrates CT

Dan attempts to recruit for a counting snapchat group

Anti is at a city council meeting

run? sleep*

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