Development of a Mathematical Model of Traffic Safety Management with Account for Opportunities of Web Technologies

被引：7

作者：

Burlov, Vyacheslav ^{[1
]}

Grachev, Michael ^{[2
]}

机构：

[1] Peter Great St Petersburg Polytech Univ, 29 Politekhniheskaya Str, St Petersburg 195251, Russia

[2] St Petersburg Univ, Minist Internal Affairs Russian Federat, 1 Letchika Pilutova Str, St Petersburg 198206, Russia

来源：

12TH INTERNATIONAL CONFERENCE - ORGANIZATION AND TRAFFIC SAFETY MANAGEMENT IN LARGE CITIES SPBOTSIC-2016 | 2017年 / 20卷

关键词：

system; management; safety; integrity; law; model; adequacy; synthesis; road traffic; existence condition; purpose; efficiency of Web; technologies;

D O I：

10.1016/j.trpro.2017.01.023

中图分类号：

U [交通运输];

学科分类号：

08 ; 0823 ;

摘要：

Traffic safety (TS) management is a multifaceted complex process. Web technologies possess opportunities for more efficient traffic safety management. A decision maker (DM) forms processes ensuring the TS in the form of a decision model. Within the framework of use of information technologies for TSM, the article considers the development of a mathematical model of TSM with account for opportunities of Web technologies. The analytical dynamic model is based on the object integrity maintenance law. Development of the TS system on the basis of the proposed model will improve efficiency of the TS and guarantee the achievement of the management objective. (C) 2017 The Authors. Published by Elsevier B.V.

引用

页码：100 / 106

页数：7

共 11 条

[1]

ANOKHIN PK, 1979, SISTEMNYE MEKHANIZMY

[2]

Arbib M., 1976, METAFORICHESKY MOZG

[3]

Burlov V. G., 2015, INFORM TECHNOLOGIES, P99

[4]

Burlov V.G., 1994, ENG SIMULATION, V12, P110

[5]

Burlov V. G, 2007, OSNOVY MODELIROVANIY

[6]

Burlov V. G, 2007, MATEMATICHESKIE ME 1

[7]

Committee on Science and Higher Education, 2013, 99 COMM SCI HIGH ED

[8]

Goode HarryH., 1957, System Engineering: An Introduction to the Design of Large-Scale Systems

[9]

Mesarovic M. D., 1975, General systems theory: mathematical foundations

[10]

Moiseev N.N., 1981, MATEMATICHESKIE ZADA

← 1 2 →