ORDER-A JOURNAL ON THE THEORY OF ORDERED SETS AND ITS APPLICATIONS

metrics 2024

Unraveling the Complexities of Ordered Structures

Introduction

ORDER: A Journal on the Theory of Ordered Sets and its Applications, published by Springer, is a distinguished interdisciplinary journal that focuses on the rich and evolving field of ordered sets and their broad range of applications. With a dedication to promoting high-quality research, this journal covers key areas in Algebra and Number Theory, Computational Theory and Mathematics, Discrete Mathematics and Combinatorics, as well as Geometry and Topology, reflecting its robust impact within these domains as indicated by its current placement in the Q3 quartile across several categories for 2023. Although the journal is not open access, it serves as a vital resource for researchers, professionals, and students alike, who seek to disseminate and engage with cutting-edge findings from its inception in 1984 through to its ongoing contributions up to 2024. Its reputation is reinforced by its rankings in Scopus, rendering it an essential platform for those engaged in advanced mathematical explorations. Situated in Dordrecht, Netherlands, this journal serves as a beacon for academic collaboration and innovation in the mathematics community.

Metrics 2024

SCIMAGO Journal Rank0.41
Journal Impact Factor0.60
Journal Impact Factor (5 years)0.50
H-Index27
Journal IF Without Self0.60
Eigen Factor0.00
Normal Eigen Factor0.13
Influence0.35
Immediacy Index0.10
Cited Half Life18.10
Citing Half Life20.10
JCI0.43
Total Documents798
WOS Total Citations488
SCIMAGO Total Citations1099
SCIMAGO SELF Citations154
Scopus Journal Rank0.41
Cites / Document (2 Years)0.57
Cites / Document (3 Years)0.58
Cites / Document (4 Years)0.53

Metrics History

Rank 2024

Scopus

Algebra and Number Theory in Mathematics
Rank #71/119
Percentile 40.34
Quartile Q3
Discrete Mathematics and Combinatorics in Mathematics
Rank #58/92
Percentile 36.96
Quartile Q3
Geometry and Topology in Mathematics
Rank #68/106
Percentile 35.85
Quartile Q3
Computational Theory and Mathematics in Computer Science
Rank #144/176
Percentile 18.18
Quartile Q4

IF (Web Of Science)

MATHEMATICS
Rank 263/489
Percentile 46.30
Quartile Q3

JCI (Web Of Science)

MATHEMATICS
Rank 350/489
Percentile 28.43
Quartile Q3

Quartile History

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