Australian University Ranking |

Integral Equations and Operator Theory (ERA Journal)

Integral Equations and Operator Theory is an ERA accredited research journal used as part of the evaluation of the ERA research rankings.

Integral Equations and Operator Theory issns are issn1: 0378-620X issn2: 1420-8989.

The fields covered by Integral Equations and Operator Theory as part of the evaluation of Australian university research excellence are:

Pure Mathematics Research Rankings (Sub-Field)

Applied Mathematics Research Rankings (Sub-Field)

Numerical and Computational Mathematics Research Rankings (Sub-Field)

Other ERA-accredited journals supporting the evaluation of the Pure Mathematics field include:

Annali della Scuola Normale Superiore di Pisa: Classe di Scienze
Communications in Mathematical Analysis
Communications in Mathematical Physics
Differential and Integral Equations: an international journal for theory and applications
Institut des Hautes Etudes Scientifiques Paris: Publications Mathematiques
Journal of Applied Analysis
Journal of Applied Logic
Journal of Operator Theory
Journal of the Australian Mathematical Society
Korean Mathematical Society Communications
Mathematische Semesterberichte: zur Foerderung der Mathematik in Unterricht und Kultur
Osaka Journal of Mathematics
Panamerican Mathematical Journal
Proceedings of the American Mathematical Society
The Journal of Symbolic Logic

ERA Research Rankings Submenu

ERA 2018 Outcomes Research Rankings List

ERA 2018 Research Rankings Analysis

ERA 2018 Individual University Outcomes List

ERA List of Research Fields Rankings

ERA Journal Rankings 2018 List

Latest News and Updates:

Top 10 Best Australian Universities

Gender Balance Male-Female Ratio

ERA 2018 Outcomes Research Rankings List

University Bachelor Degree Completion Rates

QS Employability Rankings Australian Universities

ARWU World Rankings of Australian Universities

Group of Eight (go8) World Rankings

Share This Page

  • Share on Facebook1
  • Share on Twitter2
  • Share on Linkedin3
  • Share on Reddit4

is this information incorrect ?