A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions

Nikolaos Poulios; John Leventides; C. Poulios; M. Livada; E. Melas

A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions

Nikolaos Poulios
, John Leventides
, C. Poulios
, M. Livada
, E. Melas

Chair of Economic- and Business Management (600)

National and Kapodistrian University of Athens Department of Economics Domain of Mathematics and Informatics
City University of London

Research output: Chapter in Book/Report/Conference proceeding › Chapter › Research

Original language	English
Title of host publication	A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions
Publisher	Springer, Deutschland
Pages	223-232
ISBN (Electronic)	978-3-031-78369-2
ISBN (Print)	978-3-031-78369-2, 978-3-031-78368-5
Publication status	Published - 29 Oct 2024

Publication series

Name	Optimization, Discrete Mathematics and Applications to Data Sciences

Cite this

Poulios, N., John Leventides, C. Poulios, M. Livada, & E. Melas (2024). A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions. In A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions (pp. 223-232). (Optimization, Discrete Mathematics and Applications to Data Sciences). Springer, Deutschland.

Poulios, Nikolaos ; John Leventides ; C. Poulios et al. / A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions. A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions. Springer, Deutschland, 2024. pp. 223-232 (Optimization, Discrete Mathematics and Applications to Data Sciences).

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Poulios, N, John Leventides, C. Poulios, M. Livada & E. Melas 2024, A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions. in A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions. Optimization, Discrete Mathematics and Applications to Data Sciences, Springer, Deutschland, pp. 223-232.

A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions. / Poulios, Nikolaos; John Leventides; C. Poulios et al.
A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions. Springer, Deutschland, 2024. p. 223-232 (Optimization, Discrete Mathematics and Applications to Data Sciences).

Research output: Chapter in Book/Report/Conference proceeding › Chapter › Research

TY - CHAP

T1 - A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions

AU - Poulios, Nikolaos

AU - John Leventides

AU - C. Poulios

AU - M. Livada

AU - E. Melas

PY - 2024/10/29

Y1 - 2024/10/29

UR - https://pureadmin.unileoben.ac.at/portal/en/publications/a-mathematical-study-of-the-braesss-paradox-within-a-network-comprising-four-nodes-five-edges-and-linear-time-functions(102b1fa6-12d1-4084-9556-bcd3e23fd938).html

M3 - Chapter

SN - 978-3-031-78369-2

SN - 978-3-031-78368-5

T3 - Optimization, Discrete Mathematics and Applications to Data Sciences

SP - 223

EP - 232

BT - A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions

PB - Springer, Deutschland

ER -

Poulios N, John Leventides, C. Poulios, M. Livada, E. Melas. A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions. In A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions. Springer, Deutschland. 2024. p. 223-232. (Optimization, Discrete Mathematics and Applications to Data Sciences).

A mathematical study of the Braess's Paradox within a network comprising four nodes, five edges and linear time functions

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Cite this