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Find information about past ANU MSI events.
We will try to understand Vicary and Bar's definition of quasistrict 3- and 4-categories.
I will discuss the impact of mimetic methods on visualization, pre- and post-processing tools with particular emphasis on developing suitable interpolation and regridding techniques.
Kevin will describe a family of 3-categories coming from surfaces modulo local relations.
I will show with many examples how Lie groupoids and Lie algebroids appear and how they are used in geometric analysis, particularly in index theory.
We shall discuss the concept of sparse dominations of singular integral operators, in particular for those operators whose kernel do not satisfy any regularity estimate.
In the last fifteen years, the question of embedding metric spaces into “nice” Banach spaces has gathered researchers coming from very diverse origins.
Recent work of Kato and Kato-Naito-Sagaki has provided an improved understanding of the combinatorics of integrable level 0 representations of the affine Lie algebra.
This is joint work with Christian Le Merdy.
In 1964, Eells and Sampson asked whether a given smooth map can be deformed to a harmonic map in its homotopy class.
I will discuss what is known and conjectured regarding the problem of determining whether a curve defined over the rational numbers has any rational points.
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