Graph-based integrated production and intermodal transport scheduling with capacity restrictions

Ehm, Jens; Scholz‐Reiter, Bernd; Makuschewitz, Thomas; Frazzon, Enzo Morosini

doi:10.1016/j.cirpj.2015.01.007

Cited by 13 publications

(2 citation statements)

References 21 publications

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“…Fulfillment of the condition ( 5) or (11) in the model of the above transport problem, the fulfillment of the requirement of consumption of raw materials of FPMP by all recipients, shows the fulfillment of the transportation volume that should be from all shippers according to the condition ( 6) or (12). In general, the algorithm for solving the transportation problem can be as follows [18,19]:…”

Section: Methods and Modelmentioning

confidence: 99%

Modeling of cargo flow processes in the logistics of the transport system

Usmonov,

Djuraev,

Malikova

et al. 2023

E3S Web of Conf.

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The management of cargo flows and transport activities is one of the most significant challenges currently. This article aims to discuss optimizing material flows in both transport and cargo management. It also develops mathematical software and material flow structures to facilitate management and production functions in supply enterprises. The article solves regulatory and forecasting issues using material flows and information models to optimize vehicle operational forms.

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Section: Methods and Modelmentioning

confidence: 99%

Modeling of cargo flow processes in the logistics of the transport system

Usmonov,

Djuraev,

Malikova

et al. 2023

E3S Web of Conf.

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“…Dvořák in (Dvořák, 2013) shows the constant-factor approximation of the domination number in sparse graphs. Scholz-Reiter, Makuschewitz and Frazzon in (Ehm et al, 2015) examine the graph-based integrated production and intermodal transport scheduling with capacity restrictions. From Feller's book (Feller, 1957) we can study the general aspect of probability.…”

Section: Introductionmentioning

confidence: 99%

The transfer and storage of information with the help of dominating sets in graph, with particular regard to the organization of transport

Túri

2022

MDT

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In this work, we present some proposals for the transfer and storage of information with the help of dominating sets in graph. In traffic science, the right flow of information is very important: the right person must receive the information at the right time, with the help of which the necessary decision can be made. It is important to note that many disasters could have been prevented or avoided with the appropriate flow of information. If we also add to this that the necessary theoretical results are available and the flow of information can be ensured with minimal financial expenditure, then it becomes clear why publications of this nature are so important. Of course, there are several methods and approaches for theoretical descriptions, but all of them can be used and none of them can be said to be the best: they all have their advantages. Thus we select the method, which our needs and we use the appropriate IT background.

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