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Dmitry Volodin edited section_The_Reformulation_Technique_Basics__.tex
about 8 years ago
Commit id: 1485780aead900d56ffa49b81fd34b4c346553b6
deletions | additions
diff --git a/section_The_Reformulation_Technique_Basics__.tex b/section_The_Reformulation_Technique_Basics__.tex
index d586452..7aeb48c 100644
--- a/section_The_Reformulation_Technique_Basics__.tex
+++ b/section_The_Reformulation_Technique_Basics__.tex
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The first case is $$XY = 0$$ which is then represented as
\begin{align*}
Xb + Y(1&-b) = 0\\
\text{which is replaced
with}&\\ with}\\
0\leq X&\leq Mb\\
0\leq Y&\leq M(1-b)\\
M&\rightarrow \infty.