Permutation Patterns (conference)
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Permutation Patterns (conference)
Permutation Patterns is an annual international academic conference focusing on permutation patterns and their applications in combinatorics, computer science, and other areas of mathematics. History The conference was founded by Michael H. Albert and Michael D. Atkinson , Mike Atkinson and was first held at the University of Otago in Dunedin, New Zealand in 2003, with 23 participants. Since then, it has been held annually at various locations around the world. The conference typically features plenary talks, contributed talks, and poster sessions. The proceedings of the meetings in the series have been published as special issues in journals including ''Advances in Applied Mathematics'', ''Annals of Combinatorics'', ''Discrete Mathematics & Theoretical Computer Science'' (''DMTCS''), ''Enumerative Combinatorics and Applications'', and ''Pure Mathematics and Applications''. List of meetings Related meetings In addition to the main conference series, several related meetings ...
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Academic Conference
An academic conference or scientific conference (also congress, symposium, workshop, or meeting) is an Convention (meeting), event for researchers (not necessarily academics) to present and discuss their scholarly work. Together with academic journal, academic or scientific journals and preprint archives, conferences provide an important channel for exchange of information between researchers. Further benefits of participating in academic conferences include learning effects in terms of presentation skills and "academic Habitus (sociology), habitus", receiving feedback from peers for one's own research, the possibility to engage in informal communication with peers about work opportunities and collaborations, and getting an overview of current research in one or more Academic discipline, disciplines. The first international academic conferences and congresses appeared in 19th century. Overview Conferences usually encompass various presentations. They tend to be short and conci ...
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