Journal of Mathematical Physics
Journal of Mathematical Physics is a journal indexed in SJR in Statistical and Nonlinear Physics and Mathematical Physics with an H index of 127. It has a COP Index of 1,4 (best band Q2). It is published in English. It has a COP Index of 1,4.
Journal of Mathematical Physics focuses its scope in these topics and keywords: systems, functions, scattering, solutions, schrödinger, time, threebody, theory, quantum, model, ...
30 of 68 journals in Mathematical Physics
Metrics
Scimago and CountryOfPapers database fields
COP Index
1,4
Q2
SJR Impact
0,647
H-index
127
Docs (year)
366
Docs 3y
1338
Total refs
12417
Cites 3y
1850
Citable 3y
1334
Cites/Doc 2y
1.37
Ref/Doc
33.93
Immediate OA
—
Embargoed OA
NPD
Non OA / Submission
—
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Best articles by citations
Bound states in two spatial dimensions in the noncentral case
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View moreConservation Laws for Free Fields
View moreComment on "Two-dimensional, highly directive currents on large circular loops" [J. Math. Phys.41, 6130 (2000)]
View moreComment on "Double product integrals and Enriquez quantization of Lie bialgebras I: The quasitriangular identities" [Hudson and Pulmannova, J. Math. Phys.45, 2090 (2004)]
View moreClassification of static plane symmetric space-times according to their matter collineations
View moreCharge quantization in a Weyl model
View moreCasimir energy inside a cavity with triangular cross section
View moreA few remarks on the zero modes of the Faddeev-Popov operator in the Landau and maximal Abelian gauges
View moreBound states in coupled guides. II. Three dimensions
View moreBound states in coupled guides. I. Two dimensions
View moreAssociated Bessel functions and the discrete approximation of the free-particle time evolution operator in cylindrical coordinates
View moreApplications and generalizations of Fisher-Hartwig asymptotics
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View moreAlgebraic structures of quantum projective field theory related to fusion and braiding. Hidden additive weight
View moreAdiabatic approximation of the Schrodinger-Poisson system with a partial confinement: The stationary case
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