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Innovative Mathematical Model of Optimization the Tour Operators Number in Boundary Regions

Table 2:

Estimates of the level of organization Number of tour operators, n
11 12 13
Po (the likelihood that all tour operators are free) 7.47*10-5 8.75*10-5 6,63*10-5
N3(the average number of busy tour operators) 9 9 9
No (the average number of tour operators with no requests) 2 2.76(~3) 3,76(~4)
K3 (the load factor of a tour operator) 0,84 0,77 0,71
Kdt (the downtime factor of a tour operator) 0,16 0,23 0,29
M0 (the average number of tourists groups waiting for start of group forming) 2,52 1,01 0,32
Twait (the average waiting time of a tour formation) 6,57 h 2,62 h 49 min
Ps>=n (the likelihood that all tour operators are engaged in the formation of tours) 0,48 0,303 0,13
Mт (the average number of groups in the entire system) 11,75 10,24 9,55
CdtN0 (thous.rub.) 4777,6 8100 10800
Cen (thous.rub.) 33660 36720 39780
CwaitM0 (thous.rub.) 11037,6 4423,8 1401,6
The amount of costs (thous.rub.) 49475,2 49243,8 51981,6
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