I am working on an optimization problem, and I also need to solve it with Gurobi, but I am stuck at a point where I need to linearize an absolute function This is my objective function here f i ,b i ,u i are parameters which are continuous q i Binary decision variable x i Is a continuous decision variable How can I linearize this function min ( 29 f (1b x D) u ))

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Question: I am working on an optimization problem, and I also need to solve it with Gurobi, but I am stuck at a point where I

I am working on an optimization problem, and I also need to solve it with Gurobi, but I am stuck at a point where I need to linearize an absolute function

I am working on an optimization problem, and I

This is my objective function here:

f_i,b_i,u_i are parameters which are continuous

q_i: Binary decision variable

x_i: Is a continuous decision variable

How can I linearize this function?

min ( 29;* f+ (1b; x D) * u;)) *

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