I have a hypothetical scenario where i have 100 classifiers to which if a person's name is given as input, it will return a class for the person.
Eg.
Input1 -Donald Trump
30/100 classifiers returns politician
as the class
20/100 classifiers returns business man
as the class
10/100 classifiers returns leader
as the class
10/100 classifiers returns american
as the class
10/100 classifiers returns republican
as the class
10/100 classifiers returns sportsman
as the class
3/100 classifiers returns priest
as the class
3/100 classifiers returns doctor
as the class
2/100 classifiers returns engineer
as the class
1/100 classifiers returns indian
as the class
1/100 classifiers returns sportsman
as the class
In the above case i take 10 votes as a threshold, i can somewhat correctly define Donald Trump, though a definition of sportsman
might be wrong. However 10 seems to be a decent threshold
Input2 -Christiano Ronaldo
20/100 classifiers returns sportsman
as the class
20/100 classifiers returns foot ball player
as the class
13/100 classifiers returns real madrid
as the class
13/100 classifiers returns manchesterunited
as the class
12/100 classifiers returns juventus
as the class
12/100 classifiers returns european
as the class
2/100 classifiers returns portugese
as the class
2/100 classifiers returns cricketer
as the class
2/100 classifiers returns american
as the class
2/100 classifiers returns chinese
as the class
2/100 classifiers returns korean
as the class
In the above example, if i take 12 votes as the threshold, it correctly defines Christiano Ronaldo, though we might be missing portugese
tag since its vote is only 2. However we are doing a good job here i guess.
My problem is, if i have an api that returns the votes and class of famous persons this way, what is the best mathematical aproach to dynamically find the best possible threshold value above which i can say that the definition is correct and below which you need to have a look if the classes are correct
[1, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14]
or[10, 10, 10, 10, 10, 10, 10, 10, 10, 10]
? $\endgroup$ – etiennedm Aug 7 '20 at 15:32