Question: Integer Linear Programming (ILP) is an optimization problem. The instance for the decision version of this problem consists of n variables, denoted x1, , xn,

Integer Linear Programming (ILP) is an optimization problem. The instance for the decision version of this problem consists of n variables, denoted x1, , xn, m linear constraints of the form P i aijxi bj , a linear objective P i cixi , and a target value k. Here, the aij s, bj s, and cis are constants. The instance is a Yes instance if the variables xi can be assigned integral values such that the constraints are all satisfied and the objective achieves a value at most k. Give a mapping reduction from Vertex Cover to ILP

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