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Sep
24
awarded  Autobiographer
Jan
5
comment Solve 2 equations with 2 variables and the floor() function
Why do the equations imply that $MV < R + 1$? Considering the original problem, that is not the case. The constraint is $1 <= R <= M$. If the equations imply that perhaps I stated them incorrectly.
Jan
5
comment Solve 2 equations with 2 variables and the floor() function
$N = \lfloor\frac{X}{R} - \frac{1}{V}\rfloor + 1$ is correct, but I'm still unsure how to solve for $R$ in that case.
Jan
5
comment Solve 2 equations with 2 variables and the floor() function
Doesn't $V = R / M$? Also, I missed that $R$ is similarly the result of the floor function.
Jan
5
asked Solve 2 equations with 2 variables and the floor() function
Apr
17
comment group membership assignment by preferences - optimization problem?
Yes, I'm willing to accept a 'good enough' solution.
Apr
17
awarded  Student
Apr
17
asked group membership assignment by preferences - optimization problem?