Johann Radon Institute for Computational and Applied Mathematics Osterreichische Akademie der WissenschaftenGovernment


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Foundation: 2003

Mission: The Johann Radon Institute for Computational and Applied Mathematics (RICAM): does basic research in computational and applied mathematics according to highest international standards obtains the motivation for its research topics also from challenges in other scientific fields and industry emphasizes interdisciplinary cooperation between its workgroups and with institutions with similar scope and universities world-wide cooperates with other disciplines in the framework of special semesters on topics of major current interest wishes to attract gifted postdocs from all over the world and to provide an environment preparing them for international careers in academia or industry cooperates with universities by involving PhD-students into its research projects promotes, through its work and reports about it, the role of mathematics in science, industry and society

Vision: Information not localized

NOTE: This institution is no longer available in Scimago Institutions Rankings

Evolution of the institution

The following data gives a quick reading on the scientific performance in the last years. The research ranking refers to the volume, impact and quality of the institution's research output. The innovation ranking is calculated on the number of patent applications of the institution and the citations that its research output receives from patents. Finally, the societal ranking is based on the number of pages of the institution's website and the number of backlinks and mentions from social networks.

Publishing profile

These are the journals used by the institution's researchers to publish their work in the last year. The size of each circle represents the value of the SJR of the publication, and its spatial position represents its subject matter.

This visualizatiĆ³n allows you to identify the knowledge areas where the institution has published, recognize the prestige of the scientific journals in which the institution knowledge has been published, and identify predominant scientific communities.

Where is the institution located?

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