@veritasium: How does quantum computing work? #quantumcomputing #math #physics

Veritasium
Veritasium
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Region: GB
Wednesday 01 January 2025 15:55:00 GMT
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_mohamedamr30
SUIII 🇵🇸🇵🇸🇵🇸 :
what is the meaning of remainder
2025-01-02 08:14:41
2
prod.nut
prod.nut :
bold of you to assume I already knew the factors
2025-01-01 16:53:11
559
olubodun_
Olu :
Is there a general name for this process?
2025-01-02 10:30:56
0
naflodi
naflodi :
Interesting but useless. You can’t program a quantum computer and you can’t get the answers out. Time to move on.
2025-01-02 00:02:30
13
noobpro802
Unfunny person :
understand 0% trust 100%
2025-01-01 22:53:34
105
amyyrobertsbb
Amy :
Wait, so you’re telling me math can actually feel like magic? This just blew my mind—how does this even work with bigger numbers? Someone explain it s
2025-01-01 15:58:58
136
mercyking
Mihretab :
so public and private keys are doomed😲
2025-01-01 20:33:21
18
merlin66
+ :
Easier to use Fermats little theorem
2025-01-01 20:01:30
6
thxclydxsalx
thxclydxsalx :
what if r is odd? do we stop and find another g?
2025-01-02 00:14:06
1
mohalb1234
moh alb :
اين استقيد من هذا الموضوع في الحياة
2025-01-02 21:05:44
0
jmaier01
JMaier :
What?
2025-01-01 16:08:48
38
user0ylanpm2vw
Maki :
The fact that you will always find a power with reminder 1, wasn't that Euler's theorem on the Euler totient function?
2025-01-02 11:21:55
4
gornoyalosina
gornoyalosina :
This short video gave me more insight into cryptography than an hour and a half long lesson
2025-01-01 21:51:29
7
bro.833
. :
well, if we pretend we dont know p and q then we cant chose a number g that doesnt divide by them
2025-01-01 23:39:17
2
jumpinacar
ice :
insane that i also picked 8
2025-01-02 20:07:03
2
bridgeon5
Bridgeon :
couldn't you choose r = 76 so g^r ≡ 1 (mod 77) or would that be too much computation
2025-01-02 01:21:47
0
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