AIs need supervision, just like regular people... /s
the last or the first... it's a matter of perspective... still relative </joke^2>
time is relative... </joke>
eazy secrets.forEach(secret => logMessage = logMessage.replaceAll(secret, '**'))
while doing math... would you call a missing sign a typo rather than a mistake? if so, anything can be a typo...
As long as you accept subjectivity, you must also accept that logical inference isn't really useful... because the observer can add rules at any given time - without any logical constraint - thus preferences aren't…
Yes, I get that..., my issue was with its application (a movie recommendation)... the idea itself isn't qualified for the quantum realm...
my point is, the quantum part isn't (/wasn't) necessary in the first place...
A recommendation is in the domain of subjectivity, meaning that there is no consensus on the correctness... so, even if the algorithm is faster, its usefulness shouldn't be superior to a random pick based on some…
Hmm, no reference to the famous P vs NP problem…?
AIs need supervision, just like regular people... /s
the last or the first... it's a matter of perspective... still relative </joke^2>
time is relative... </joke>
eazy secrets.forEach(secret => logMessage = logMessage.replaceAll(secret, '**'))
while doing math... would you call a missing sign a typo rather than a mistake? if so, anything can be a typo...
As long as you accept subjectivity, you must also accept that logical inference isn't really useful... because the observer can add rules at any given time - without any logical constraint - thus preferences aren't…
Yes, I get that..., my issue was with its application (a movie recommendation)... the idea itself isn't qualified for the quantum realm...
my point is, the quantum part isn't (/wasn't) necessary in the first place...
A recommendation is in the domain of subjectivity, meaning that there is no consensus on the correctness... so, even if the algorithm is faster, its usefulness shouldn't be superior to a random pick based on some…
Hmm, no reference to the famous P vs NP problem…?