I don't know if it's the correct place to ask.
I'm trying to find a particular function $f(x_1, \dots \ ,x_n)$, where $n=10$ that gives me the probability of both teams to score in second half.
The point is that I know the data and the result but i don't know the function. I explain better:
The variables $x_i$ are number of attacks, dangerous attacks, possession, shots on target and shots off target of both teams in the first half (see the image attachment).
DATA EXAMPLE 1
$x_1 = 50$ (attacks team A on 1st half)
$x_2 = 35$ (dangerous attacks of team A)
$x_3= 45 \% $ (possession of team A)
$x_4 =3$ (shots on target team A)
$x_5 = 1$ (shots off target team A)
$x_6 = 43$ (attacks team B on 1st half)
$x_7 = 25$ (dangerous attacks of team B)
$x_8= 55 \% $ (possession of team B)
$x_9 =2$ (shots on target team B)
$x_{10} = 2$ (shots off target team B)
This data gives me (trough some combination of them that I don't know) $f(x_1, \dots \ ,x_{10})=50,1 \%$ probability for team A to score in 2nd half (or $49,9\%$ for team B to score).
I know 3 sets of DATA + the RESULT given by these sets.
Can I find function $f$? Is there any brute-force program that can calculate it?
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