Non-convex MIQCP
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Johannes Bethcke
Feb 23, 2016, 6:52:30 AM2/23/16
to Gurobi Optimization
Hello everyone,
Is the current Version of Gurobi able to solve a non-convex MIQCP? A simple example would be the following.
\min\ x+y
s.t. x=y^2+0.5
x\in\mathbb{Z}
How about more complex MIQCPs?
Greetings from Frankfurt,
Johannes
Is the current Version of Gurobi able to solve a non-convex MIQCP? A simple example would be the following.
\min\ x+y
s.t. x=y^2+0.5
x\in\mathbb{Z}
How about more complex MIQCPs?
Greetings from Frankfurt,
Johannes
Kostja Siefen
Feb 23, 2016, 7:07:39 AM2/23/16
to Gurobi Optimization
Hi Johannes,
You can find detailed information about supported types of quadratic constraints in the reference manual:
Best wishes,
Kostja
Johannes Bethcke
Feb 23, 2016, 8:09:21 AM2/23/16
to Gurobi Optimization
Thank you! That's exactly what I was looking for.
Johannes
Johannes
Am Dienstag, 23. Februar 2016 12:52:30 UTC+1 schrieb Johannes Bethcke:
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