Mini-workshop: Linear series on algebraic varieties. Abstracts from the mini-workshop held October 3rd -- October 9th. (Q408459)

Summary: Linear series have long played a central role in algebraic geometry. In recent years, starting with seminal papers by Demailly and Ein-Lazarsfeld, local properties of linear series - in particular local positivity, as measured by Seshadri constants - have come into focus. Interestingly, in their multi-point version they are closely related to the famous Nagata conjecture on plane curves. While a number of important basic results are available by now, there are still a large number of open questions and even completely open lines of research.