Data transcribed from Table 3 of Zhang, Xu and Hua (2009), used there with a
budget of K = 6500 and the unit cost c as the allocation weight. The
demand distributions are Beta distributions rescaled onto
[x_min, x_max], so working with them requires the trans and trans_inv
arguments of add_pdqr_funs().
Format
A data frame with 6 rows and 11 columns:
- Product
product number.
- v
cost of revenue lost per unit not stocked.
- h
cost incurred per unit left over.
- c
cost per unit.
- x_min
lower bound of the demand distribution's support.
- x_max
upper bound of the demand distribution's support.
- Balpha
the
shape1parameter of the demand distribution.- Bbeta
the
shape2parameter of the demand distribution.- q_zxh
the
(v - c) / (h + v)quantile of the demand distribution, as given by Zhang, Xu and Hua.- GIM
solution of Abdel-Malek and Montanari (2005a).
- Opt
optimal solution reported by Zhang, Xu and Hua.
Source
B. Zhang, X. Xu, and Z. Hua, "A binary solution method for the multiproduct newsboy problem with budget constraint," Int. J. Prod. Econ., vol. 117, no. 1, pp. 136-141, 2009.
See also
zxh_tab2 for the Normal-demand example.