Hilbert schemes of points and applications
Joachim Jelisiejew

TL;DR
This thesis explores Hilbert schemes of points, presenting mathematical results, open problems, and historical context, serving as a comprehensive resource for understanding their properties and applications.
Contribution
It provides new mathematical insights into Hilbert schemes of points along with open problems and historical perspectives, enriching the existing literature.
Findings
Mathematical properties of Hilbert schemes of points
Identification of open problems in the field
Historical overview of Hilbert schemes
Abstract
The thesis concerns Hilbert schemes of points and apart from mathematical results, contains small open problems and history sections, see the introduction for more details. The thesis has not been edited since 2017, see first page for more information. It is shared "as is" (in the language of GPL) solely due/thanks to several people who decided to refer to it.
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Taxonomy
TopicsAdvanced Theoretical and Applied Studies in Material Sciences and Geometry · Mathematics and Applications
