Exponents | Independence of all participants | Integration transport enterprises | T2 integration with the manufacturer | Integration of all participants | |
Cournot | Stackelberg (leader Т2) | ||||
p2 | c2 + A/3 | c2 + A/2 | c2 + c3 + A/2 | c2 | c2 |
p3 | c3 + A/3 | c3 + A/4 | c3 + A/2 | c3 | |
p = p2 + p3 | c2 + c3 + 2A/3 | c2 + c3 + 3A/4 | c2 + c3 + A/2 | c2 + c3 + A/2 | c2 + c3 |
Q | A/6k | A/8k | A/4k | A/4k | A/2k |
P | b – A/6 | b – A/8 | b – A/4 | b – A/4 | b – A/2 |
F1 | A2/36k | A2/64k | A2/16k | A2/16k | A2/4k |
F2 | A2/18k | A2/16k | A2/8k | ||
F3 | A2/18k | A2/32k | A2/8k | ||
F2 + F3 | A2/9k | 3A2/32k | A2/8k |
|
|
F1 + F2 | A2/12k | A2/36k |
| A2/16k |
|
F = F1 + F2 + F3 | 5A2/36k ≈ 0.14 A2/k | 7A2/64k ≈ 0.11 A2/k | 3A2/16k ≈ 0.19 A2/k | 3A2/16k ≈ 0.19 A2/k | A2/4k = 0.25 A2/k |