I need some help. My issue is the following
I want to solve the following formula
sum (Zi - Zj)^2 where Zi is a constant for an individual i and Zj is the value for a generic individual j that is within a neighborood with radius = 1 of the individual i. Therefore, I want a sum of the square of the distance between a constant value and the value of Z for each individual within that radius.
Sorry for the absence of my code, but I have no idea about how to approach this issue
I will write an example
Zi = 1 The neighborhood of the individual i is composed of 2 agents, let say a and b where Za = 3 and Zb = 5
I want the following result
(1-3)^2 + (1-5)^2 = 20
Thanks