Lingualin
Region: JP
Monday 22 June 2026 10:25:58 GMT
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KJtheJedi07 :
So if I’m understanding this correctly, D(pi) =0 and D(1)=1…?
2026-06-22 16:04:52
77
Bob :
Lebesgue but not Riemann integrable
2026-06-22 10:58:34
117
@krakrak🏳️🌈🇵🇱🇪🇺 :
My favorite functions are those where, for any interval [a,b], the image f([a, b]) is not bounded, that is regardless how small the interval is, we have sup f([a, b]) = +infinity
2026-06-24 00:49:07
0
BetteGuitar :
Probably one of the easiest functions to visualize
2026-06-22 19:56:19
31
jaco._____ :
i haven’t studied lebesgue integrals yet, can someone explain me intuitively why this dirichlet function is integrable?
2026-06-22 13:02:41
19
BP :
It’s 42
2026-06-22 19:20:56
14
Mathstutor.me :
gaps? what are gaps? my brain 🧠 stopped
2026-06-23 08:50:04
0
Arturo.MMuniz :
does anyone know what apps were used to make this??? or how to make this??
2026-06-23 06:12:22
0
Moritz 🃏 :
bet you only evaluated it in rational numbers, it should be 1 all the time
2026-06-22 19:34:28
1
luis0213b7b :
it is completely trivial to visualize
2026-06-22 13:05:56
13
Vyke :
what do i need that gap for, like does it pay my rent for me or what?
2026-06-23 13:06:52
0
chessmon12345 :
Hardest function to visualise is S^3 or any S for n > 3 (sphere)
2026-06-22 23:31:07
4
babygur7171 :
bc Q is dense in R
2026-06-22 20:36:30
2
luten mo TIGERIAN :
t×d=R (0)
2026-06-23 21:36:54
0
rafa :
not accurate
2026-06-22 20:14:48
0
nils.tjark :
Almost everywhere
2026-06-22 20:49:34
0
toda :
bro can you do for guage symmetry. please please please I want it so hard for so long.
2026-06-22 12:40:58
2
OlMacKDonald :
Wow
2026-06-23 14:58:47
0
TomTom.mtb :
on devrait voir que du bleu quand on défile 😅 y a bcp plus d irationelle que de rationelle
2026-06-22 12:16:13
0
Benji The Conqueror :
well because we have pi for instance
2026-06-22 15:35:02
0
eros :
also Σ(k=1↑n)D(k) = n for all integer n
2026-06-22 17:47:17
0
holly stars :
@holly stars:Jai deja rencontre cette integrale au sens de lebesgue qui vaut 0. J ai voulu suivre lenchainement des etapes, mais a certain point il fait appel au unités de mesure que je ne maitrise pas encore. L' integrale vaut... 1*μ(1) + 0*μ(0)=1*0+0*1=0
2026-06-22 15:36:03
0
Roman Hulavskuy :
🔥🔥🔥
2026-06-22 12:27:01
0
ryanderrough :
💐💐💐
2026-06-22 19:38:23
0
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