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verified SJR 0,616 · Q2 • database Scopus / SJR & Web of Science indexed
Journal of Geometry and Physics
Netherlands · Elsevier B.V.
workspace_premium Q2 — Physics and Astronomy (miscellaneous) lock Subscription Unclaimed

Journal of Geometry and Physics

Journal of Geometry and Physics is a journal indexed in SJR in Physics and Astronomy (miscellaneous) and Geometry and Topology with an H index of 64. It has a price of 2040 €. It has an SJR impact factor of 0,616 and it has a best quartile of Q2. It is published in English. It has an SJR impact factor of 0,616.

Journal of Geometry and Physics focuses its scope in these topics and keywords: sublorentzian, ramond, spaces, linking, curvesindex, manifoldspolish, systemlectures, noncommutative, cocyclesnormal, topologically, ...

ISSN: 0393-0440
Editorial: Elsevier B.V.
Category: Physics and Astronomy (miscellaneous)
Indexation: verifiedScopus / SJR verifiedWeb of Science

Unclaimed profile — some fields may be incomplete.

open_in_new Portal NPD menu_book Guidelines NPD
schedule Datos CoP · solo campos en BD
SJR Impact Factor trending_up
0,616 Q2
H-index 64
Tasa de Aceptación pie_chart
30% Selectiva
Fuente Acceptance_Rate
Tiempo a publicación hourglass_top
NPD
Campo Sin dato
Coste de Publicación (APC) payments
2.040 € Subscription
Ruta Non-OA 0 €

Metrics

Campos Scimago / CoP — sin series inventadas

Scopus / SJR Web of Science

SJR Impact

0,616

H-index

64

Docs (year)

205

Docs 3y

653

Total refs

6102

Cites 3y

1087

Citable 3y

651

Cites/Doc 2y

1.42

Ref/Doc

29.77

Immediate OA

2040 €

Embargoed OA

NPD

Non OA / Submission

0 €

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Darboux theorem and equivariant Morse lemma

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Covering and gluing of algebras and differential algebras

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Contact geometry in Lagrangian mechanics

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Connes' tangent groupoid and strict quantization

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Connes' model building kit

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Coadjoint orbits of extensions of Diff+(S1) by modules of tensor densities

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Classification and partial ordering of reductive Howe dual pairs of classical Lie groups

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Classical string dynamics with non-trivial topology

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Central extensions of Lie bialgebras and Poisson-Lie groups

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