Geodesic
Modeling of segregation of two-lane flow of particles
Matematičeskoe modelirovanie, Tome 20 (2008) no. 9, pp. 111-119 Cet article a éte moissonné depuis la source Math-Net.Ru

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We consider a stochastic model of segregation (departing) of flow of particles into two components. One-sided movement of particles on two-lane field of cells occurs. Flow departing occurs on a transit section. Each particle tends to transit successfully to the lane which it has to continue its movement. We give an example of use of the developed model for an investigation of flow of cars. We found the estimate of the necessary length of transit part of the road before crossing. 
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     title = {Modeling of segregation of two-lane flow of particles},
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A. S. Bugaev; A. P. Buslaev; A. G. Tatashev. Modeling of segregation of two-lane flow of particles. Matematičeskoe modelirovanie, Tome 20 (2008) no. 9, pp. 111-119. http://geodesic.mathdoc.fr/item/MM_2008_20_9_a8/

[1] Buslaev A. P., Novikov A. V., Prikhodko V. M., Tatashev A. G., Yashina M. V., Veroyatnostnye i optimizatsionnye podkhody k optimizatsii avtodorozhnogo dvizheniya, Mir, M., 2003, 368 pp.

[2] Buslaev A. P., Prikhodko V. M., Tatashev A. G., Yashina M. V., “Determinirovanno-stokhaticheskii podkhod k modelirovaniyu avtotransportnykh potokov na mnogopolosnoi doroge”, Tezisy dokladov. 2-e Lukaninskie chteniya (24–25 yanvarya 2005 g.), M., 2005, 10–13

[3] Buslaev A. P., Prikhodko V. M., Tatashev A. G., Yashina M. V., The deterministic-stochastic flow model, , 1–21 http://arXiv.org/physics/0504139

[4] Bugaev A. S., Buslaev A. P., Tatashev A. G., Monotonnoe sluchainoe bluzhdanie po tselochislennoi polose i LYuMen problema, Matem. modelirovanie, 18, no. 12, 2006 | MR | Zbl