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Research On The Intelligent Information Processing Algorithm Of Virtual Enterprise

Cuihong Zhai, Guannan Lin
Published 2016 · Computer Science

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Under the trend of economic globalization and rapid development of information technologies, the production management mode of enterprises is changing dramatically. Meanwhile, traditional enterprise production management mode cannot be unable to adapt to the changing market environment. This paper studies on the network architecture as well as flow calculation of a new enterprise mode-virtual enterprise. This paper aims to perfect the network architecture and establish a mathematic model which can calculate the network flow. From the perspective of stochastic programming, this paper adopts chance constrained programming to establish a mathematic model which can calculate the network flow and meanwhile comes up with the idea to use genetic algorithm to simplify the calculation process. Finally, this paper analyze the flow calculation and networking on virtual enterprises based on a real case, which can provide theoretical references for the feasible operation of enterprise network.
This paper references
10.1007/BF02651166
Mathematical modeling of the isothermal impingement of liquid droplets in spraying processes
G. Trápaga (1991)
10.1007/BF02679728
Mathematical modeling of porosity formation in solidification
K. Kubo (1985)
Roth , and J . H . Seinfeld . " Mathematical modeling of photochemical air pollution — I : Formulation of the model . "
Steven D Reynolds (1973)
The mathematical modeling of metabolic and endocrine systems
E. Carson (1983)
10.1016/0009-2509(91)85060-B
Experimental investigation and mathematical modeling of the concrete carbonation problem
V. G. Papadakis (1991)
10.1137/1025034
Mathematical Modelling in Epidemiology (J. C. Frauenthal)
F. Hoppensteadt (1983)
10.1016/0307-904X(84)90183-5
The mathematical modeling of metabolic and endocrine systems: E.R. Carson, C. Cobelli and L. Finkelstein John Wiley and Sons, Chichester, Sussex, UK, 394 pp., £45.15, 1983
E. Twizell (1984)
10.1097/nen.0b013e31802d9000
The Evolution of Mathematical Modeling of Glioma Proliferation and Invasion
H. L. Harpold (2007)
Experimental investigation and mathematical modeling of the concrete carbonation problem[J
V GPapadakis (1991)
10.1007/978-3-642-67795-3
Mathematical Modeling in Epidemiology
J. Frauenthal (1980)
10.1016/J.IJPHARM.2006.01.035
Diffusion and mathematical modeling of release profiles from nanocarriers.
L. Cruz (2006)
10.1016/J.CCCN.2005.03.023
Mathematical modeling of cancer: the future of prognosis and treatment.
V. Quaranta (2005)
10.1002/rob.4620020307
Mathematical modeling of a robot collision with its environment
Y. Zheng (1985)
10.1016/0004-6981(73)90214-x
Mathematical modeling of photochemical air pollution
G. McRae (1973)
10.3389/fpls.2012.00102
Mathematical Modeling in Biology: Philosophy and Pragmatics
Rasmus Grønfeldt Winther (2012)
10.1016/j.mbs.2010.08.009
Mathematical modeling of monolignol biosynthesis in Populus xylem.
Y. Lee (2010)



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