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Communications in Mathematical Sciences : Impact Factor & More

eISSN: 1539-6746pISSN: 1539-6746

Key Metrics

CiteScore
1.8
Impact Factor
< 5
SJR
Q3Mathematics (all)
SNIP
0.82
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Topics Covered on Communications in Mathematical Sciences

Communications in Mathematical Sciences Journal Specifications

Indexed in the following public directories

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  • Scopus Scopus
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Overview
Publisher INT PRESS BOSTON, INC
Language English
Frequency Quarterly
General Details
LanguageEnglish
FrequencyQuarterly
Publication Start Year2003
Publisher URLVisit website
Website URLVisit website
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Recently Published Papers in Communications in Mathematical Sciences

&lt;!--StartFragment --&gt; &lt;span class="cf0"&gt;Approximating Korobov functions via quantum circuits&lt;/span&gt;&lt;!--EndFragment --&gt;
  • 1 Jan 2025
  • Communications in Mathematical Sciences
Gevrey well-posedness of the thermal boundary layer equation
  • 1 Jan 2025
  • Communications in Mathematical Sciences
Hyperbolicity study of models for turbulent two-phase flows obtained from the variational principle
  • 1 Jan 2025
  • Communications in Mathematical Sciences
Remarks on the minimal $&amp;#92;alpha$-energy problems
  • 1 Jan 2025
  • Communications in Mathematical Sciences
On the uniqueness of the mild solution of the critical quasi-geostrophic equation
  • 1 Jan 2025
  • Communications in Mathematical Sciences
Global existence and non-existence for nonlinear wave equation with variable-exponent nonlinear weak damping term and power-type nonlinearity
  • 1 Jan 2025
  • Communications in Mathematical Sciences
&lt;!--StartFragment --&gt; &lt;span class="cf0"&gt;Approximating Korobov functions via quantum circuits&lt;/span&gt;&lt;!--EndFragment --&gt;
  • 1 Jan 2025
  • Communications in Mathematical Sciences
Gevrey well-posedness of the thermal boundary layer equation
  • 1 Jan 2025
  • Communications in Mathematical Sciences
Hyperbolicity study of models for turbulent two-phase flows obtained from the variational principle
  • 1 Jan 2025
  • Communications in Mathematical Sciences
Remarks on the minimal $&amp;#92;alpha$-energy problems
  • 1 Jan 2025
  • Communications in Mathematical Sciences
On the uniqueness of the mild solution of the critical quasi-geostrophic equation
  • 1 Jan 2025
  • Communications in Mathematical Sciences
Global existence and non-existence for nonlinear wave equation with variable-exponent nonlinear weak damping term and power-type nonlinearity
  • 1 Jan 2025
  • Communications in Mathematical Sciences
View all papers for this journal

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