Table 3.

Notation definition.

NotationDefinition
SSet of stations, S = {1, …, i, …, |S|}, iS, |S| is the total number of stations on the high-speed rail line.
KSet of trains, kK, k = 1, 2, …|K|. |K| is the total number of trains.
WSet of OD pairs, wW.
ASection set between two adjacent stations, aA, a = 1, 2, …, |A|. |A| is the total number of sections.
CkMaximum seat capacity of train k.
(i, j)OD pair from station i to station j, where i = 1, 2, …, |S|−1, j = i+1, …, |S|.
pijTicket price of OD (i, j)∈W.
qijPassenger demand of OD(i, j).
|$b_{ij}^k$|Decision variable, seats of the train k allocated to OD(i, j).
xksxks=1, train k stops at station s; xks = 0, train k does not stop at station s.
NotationDefinition
SSet of stations, S = {1, …, i, …, |S|}, iS, |S| is the total number of stations on the high-speed rail line.
KSet of trains, kK, k = 1, 2, …|K|. |K| is the total number of trains.
WSet of OD pairs, wW.
ASection set between two adjacent stations, aA, a = 1, 2, …, |A|. |A| is the total number of sections.
CkMaximum seat capacity of train k.
(i, j)OD pair from station i to station j, where i = 1, 2, …, |S|−1, j = i+1, …, |S|.
pijTicket price of OD (i, j)∈W.
qijPassenger demand of OD(i, j).
|$b_{ij}^k$|Decision variable, seats of the train k allocated to OD(i, j).
xksxks=1, train k stops at station s; xks = 0, train k does not stop at station s.
Table 3.

Notation definition.

NotationDefinition
SSet of stations, S = {1, …, i, …, |S|}, iS, |S| is the total number of stations on the high-speed rail line.
KSet of trains, kK, k = 1, 2, …|K|. |K| is the total number of trains.
WSet of OD pairs, wW.
ASection set between two adjacent stations, aA, a = 1, 2, …, |A|. |A| is the total number of sections.
CkMaximum seat capacity of train k.
(i, j)OD pair from station i to station j, where i = 1, 2, …, |S|−1, j = i+1, …, |S|.
pijTicket price of OD (i, j)∈W.
qijPassenger demand of OD(i, j).
|$b_{ij}^k$|Decision variable, seats of the train k allocated to OD(i, j).
xksxks=1, train k stops at station s; xks = 0, train k does not stop at station s.
NotationDefinition
SSet of stations, S = {1, …, i, …, |S|}, iS, |S| is the total number of stations on the high-speed rail line.
KSet of trains, kK, k = 1, 2, …|K|. |K| is the total number of trains.
WSet of OD pairs, wW.
ASection set between two adjacent stations, aA, a = 1, 2, …, |A|. |A| is the total number of sections.
CkMaximum seat capacity of train k.
(i, j)OD pair from station i to station j, where i = 1, 2, …, |S|−1, j = i+1, …, |S|.
pijTicket price of OD (i, j)∈W.
qijPassenger demand of OD(i, j).
|$b_{ij}^k$|Decision variable, seats of the train k allocated to OD(i, j).
xksxks=1, train k stops at station s; xks = 0, train k does not stop at station s.
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