Description Usage Arguments Details Value See Also
solve gbp2d via extreme point heuristic and best information score fit strategy.
1 | gbp2d_solver_dpp(p, ld, m)
|
p |
p profit of it fit into bn <vector> - cluster max(l, d) and min(l, d) via gbp2d_solver_dpp_prep_create_p() |
ld |
it position and scale <matrix> - l, d it scale along x and y, subject to orientation rotation <numeric> |
m |
bn scale <vector> - l, d bn scale along x and y <numeric> |
gbp2d init a profit vector p, a length vector l, a depth vector d, a length constraint ml, and a depth constraint md on l x d rectangle with geometry intepretation.
gbp2d solver would solve
maximize sum_j=1^n p_j k_j
subject to fit (l_j, d_j) at coordinate (x_j, y_j) such that no overlap in ml x md, j = 1, ...., n
and instantiate a gbp2d object with a x-axis coordinate vector x, a y-axis coordinate vector y, a selection vector k, and an objective o.
gbp2d a gbp2d instantiate with p profit, it item (x, y, l, d) position scale matrix, bn bin (l, d) scale vector, k selection, o objective, and ok an indicator of all fit or not.
Other gbp2d: gbp2d_checkr
,
gbp2d
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