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Through the integer constraint relaxation, the MINLP problem can be simplified into a convex optimization problem.
This yields a scrambled ordering of the integers 1 through 31 that resembles the scrambled ordering produced by rotors.
Say, at the integers.
And the filter tugs on the integers.
Since the even integers form a subgroup of the integers, they partition the integers into cosets.
This periodic function is not continuous at the integers.
The integers Z.
The integers denote the read counts.
These are the integers closest to zero.
The optimal solution for CARP can be obtained through the binary integer programming approach but at much higher computational complexity.
for example multiplies two integers (L is needed after the integer for long integers) and finds then 23423.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com