Type of overbooking # overtime resources Cost levels(2) | Arrival probabilities \( {\boldsymbol{p}}_{\boldsymbol{i}}^{\mathbf{IP}}=\mathbf{0.40} \) e \( {\boldsymbol{p}}_{\boldsymbol{i}}^{\mathbf{EP}} \) = 0.10 | |||||
---|---|---|---|---|---|---|
Optimal | P1 | P2(1) | P3 | P4 | P5 | |
Double overbooking | ||||||
1 resource | ||||||
Baseline level ($) | 112.25 (77.45) | 165.03 (110.69) | 114.96* (89.18) | 179.42 (115.82) | 150.68 (114.73) | 139.50 (94.95) |
Low level ($) | 55.03 (37.45) | 82.52 (54.28) | 55.85 (43.87) | 82.68 (54.85) | 73.57 (56.65) | 71.09 (48.15) |
High level ($) | 161.53 (114.41) | 222.40 (156.82) | 166.57* (131.12) | 258.82 (169.23) | 223.99 (174.05) | 212.16 (145.72) |
2 resources | ||||||
Baseline level ($) | 90.92 (63.62) | 152.79 (99.96) | 101.44* (62.99) | 161.55 (101.63) | 127.83 (91.51) | 140.21 (89.69) |
Low level ($) | 46.75 (32.27) | 80.96 (51.52) | 48.60* (31.32) | 82.66 (51.98) | 64.37 (45.68) | 66.53 (43.46) |
High level ($) | 143.99 (93.77) | 230.29 (151.72) | 146.50* (98.73) | 248.54 (156.36) | 196.58 (138.51) | 203.99 (131.22) |
Flight overbooking | ||||||
1 resource | ||||||
Baseline level ($) | 169.43 (85.57) | 252.00 (134.24) | 170.55 (102.37) | 238.96 (133.80) | 240.45 (137.52) | 207.82 (114.96) |
Low level ($) | 84.34 (44.76) | 116.28 (64.76) | 84.48 (50.13) | 123.63 (66.59) | 119.13 (68.31) | 103.82 (58.20) |
High level ($) | 249.22 (129.76) | 369.74 (199.12) | 255.11* (146.80) | 383.96 (203.73) | 357.37 (205.57) | 302.48 (171.79) |
2 resources | ||||||
Baseline level ($) | 153.10 (74.07) | 240.35 (126.87) | 156.41* (79.62) | 246.59 (128.17) | 216.77 (113.97) | 206.45 (107.87) |
Low level ($) | 78.23 (37.65) | 117.70 (61.94) | 78.23 (39.90) | 118.99 (63.56) | 111.28 (57.93) | 99.76 (52.41) |
High level ($) | 233.99 (114.59) | 349.00 (187.17) | 240.04* (119.92) | 369.78 (190.75) | 325.58 (170.51) | 313.09 (164.14) |