St. Petersburg Mathematical Journal
St. Petersburg Mathematical Journal is a journal indexed in SJR in Applied Mathematics and Analysis with an H index of 22. It has an SJR impact factor of 0,293 and it has a best quartile of Q3. It has an SJR impact factor of 0,293.
Metrics
Scimago and CountryOfPapers database fields
SJR Impact
0,293
H-index
22
Docs (year)
52
Docs 3y
155
Total refs
1216
Cites 3y
59
Citable 3y
155
Cites/Doc 2y
0.45
Ref/Doc
23.38
Immediate OA
—
Embargoed OA
NPD
Non OA / Submission
—
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Researcher reviews
Best articles by citations
Ptolemy spaces with strong inversions
View moreThe classical reciprocity law for power residues as an analog of the Abelian integral theorem
View moreZero sets of entire functions of exponential type with additional conditions on the real axis
View moreWhen should a polynomial's root nearest to a real number be real itself?
View moreTropical noetherity and Grobner bases
View moreThe power law for the Buffon needle probability of the four-corner Cantor set
View moreThe module of pseudo-rational relations of a quotient divisible group
View moreTropical semimodules of dimension two
View moreSidel'nikov inequality
View moreSharp estimates for solutions of systems with aftereffect
View moreRamification of higher local fields, approaches and questions
View moreQuasianalytic Carleman classes on bounded domains
View moreSolvability of loaded linear evolution equations with a degenerate operator at the derivative
View morePretrees and the shadow topology
View moreOperator error estimates in the homogenization problem for nonstationary periodic equations
View moreOn the spectrum of difference relations and differential operators in weighted spaces of sequences and functions
View moreOn the Riemann-Siegel formula for the derivatives of the Hardy function
View moreOn the Riemann--Roch theorem without denominators
View moreOn the number of closed braids obtained as a result of single stabilizations and destabilizations of a closed braid
View moreOn strong solutions of the differential equations modeling the steady flow of certain incompressible generalized Newtonian fluids
View moreNonlinear parabolic equations for measures
View moreMorse-Novikov theory, Heegaard splittings, and closed orbits of gradient flows
View moreModel functions with nearly prescribed modulus
View moreLagrange's mean motion problem
View more