We have Hence, we immediately find the dual: Here, we have a single dual variable, since our
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We have
Hence, we immediately find the dual:
Here, we have a single dual variable, since our trivial LP has one constraint, and we should just maximize, subject to simple upper bounds. By taking the most restrictive bound, we find
corresponding to an objective value of 8 , which is the same as the primal value.
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Related Book For
An Introduction To Financial Markets A Quantitative Approach
ISBN: 9781118014776
1st Edition
Authors: Paolo Brandimarte
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