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This is a collection of logic recipies for Mixed Integer Programming. It builds on Part3 . It is based on personal learning experience and focuses on application rather than theory. For a rigorous approach please refer to a textbook. Logic Recipies All variables here can only take boolean values: \(x_i, y \in{0, 1}\) Let \(X_i\) stand for the proposition \(x_i=1\), anaolog for \(Y\). if X then Y…
This is a collection of logic recipies for Mixed Integer Programming. It builds on Part3.
It is based on personal learning experience and focuses on application rather than theory. For a rigorous approach please refer to a textbook.
All variables here can only take boolean values: \(x_i, y \in{0, 1}\)
Let \(X_i\) stand for the proposition \(x_i=1\), anaolog for \(Y\).
$$ x \rightarrow y $$
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