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The primary goal of this school is to provide graduate students and young
researchers with a comprehensive understanding of modern algebraic methods
and its applications, with a focus on representation theory, Leavitt path
algebras, Hochschild (co)homology, K-theory and related topics.
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The courses will provide a general view of the results which have been achieved and
give a broad picture of some of the research lines which are currently
being pursued. The courses will survey a range of applications including
classical methods of research in certain areas and applications in other
modern areas, such as geometry, topology, combinatorics, analysis and some
others. Besides courses, we are also planning a few research talks and sessions
devoted to solving exercises, open problems and discussions.
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