CHF 166.00

Transportation Networks
A Quantitative Treatment

Inglese · Copertina rigida

Spedizione di solito entro 1 a 3 settimane

Descrizione

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Originally published in 1986 and a major contribution towards improving operations within transportation systems, this book provides detailed coverage of the theory of transportation networks as a general traffic and transportation discipline.


Info autore

Dušan Teodorović, University of Belgrade, Serbia

Riassunto

Originally published in 1986 and a major contribution towards improving operations within transportation systems, this book provides detailed coverage of the theory of transportation networks as a general traffic and transportation discipline.

Dettagli sul prodotto

Autori D. Teodorović, D. Teodorovi¿, D. Teodorovic
Editore Taylor & Francis Ltd.
 
Contenuto Libro
Forma del prodotto Copertina rigida
Data pubblicazione 12.05.2021
Categoria Guide e manuali > Veicoli, aerei , imbarcazioni, viaggi aerospaziali > Auto, moto, scooter
Scienze naturali, medicina, informatica, tecnica > Informatica, EDP > Informatica
 
EAN 9780367747039
ISBN 978-0-367-74703-9
Numero di pagine 230
 
Serie Routledge Library Edtions: Global Transport Planning
Categorie SOCIAL SCIENCE / Human Geography, SCIENCE / Earth Sciences / Geography, TRANSPORTATION / Automotive / General, TRANSPORTATION / General, TRANSPORTATION / Public Transportation, COMPUTERS / Computer Science, COMPUTERS / Networking / General, COMPUTERS / Programming / Algorithms, algorithms and data structures, Algorithms & data structures, Human Geography, Transport planning and policy, Transport planning & policy, traveling salesman problem, bipartite graph, Vehicle routing problems, Shortest Path, probabilistic network, transportation network, Space Time Diagram, Transportation Services, traffic flow modelling, depot location analysis, vehicle scheduling algorithms, quantitative network analysis methods, crew assignment optimisation, mathematical transport models, operational research transport, Euler Path, Chinese postman problem, Minimum Spanning Tree Problem, Oriented Network, Predecessor Node, Euler Tour, Capacity Matrix, Flow Conservation Equations, Ordinary Branches, Traveling Salesman Tour, Vehicle Capacity Constraint, Closed State, Flow Conservation Law, Branch Length, Total Travel Time, Cheapest Path, Entire Transportation Network
 

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