Full Seminar Archive

Our regular seminar program covers a broad range of topics from applied mathematics, pure mathematics and statistics. All staff and students are welcome. This page has a complete list of past seminars and a list restricted by year can be accessed via the left-hand menu.

Prof. Melvin Faierman - UNSW
This talk is concerned with a boundary problem defined over a bounded region in an Euclidean space, and in particular is devoted to the establishment of a priori estimates for solutions of a...

Prof. Tuomas Hytonen - Helsinki University
As an intermediate step in the development of a noncommutative Calderon-Zygmund theory, J. Parcet (JFA, 2009) established a new "pseudo-localization principle" of classical singular integral...

Prof. Dorina Mitrea - Missouri
In this talk I will discuss mapping properties of the Dirichlet Green potential on the scale of Besov and Triebel-Lizorkin spaces when the underlying domain satisfies a uniform exterior ball...

Dr. Andrea Carbonaro - Genova
We will define local Hardy spaces of forms hpD that are adapted to the Hodge-Dirac operator D = d + d* on a complete Riemannian manifold M, which can have exponential volume growth. If Δ = D2 is the...

Dr. Andrew Morris - ANU
Local Hardy Spaces of Differential Forms.

Dr. Sergey Ajiev - UNSW
The anisotropic spaces of functions defined on open subsets of a Euclidean spaces of Besov and Lizorkin-Triebel type endowed with various norms and a wide class of independently generated spaces...

Dmitriy Zanin - Flinders University
Semigroup of simultaneous contractions in L1 and L∞ is considered. In this talk we provide a criterion for the orbit of a particular element with respect to this semigroup to coincide with the closed...

Dr. Steven Lord - Adelaide University
This talk is a continuation from the Departmental Seminar on Monday 6th April. At the start of the talk we will briefly review the contents of the first part.The first part introduced a...

Prof. Shijun Zheng - Georgia Southern University
We consider Hormander type spectral multiplier problem for Schroedinger operator with a critical potential in one and three dimensions. It is shown that the multiplier operator is bounded on Lp,...

Prof. Vladimir Peller - Michigan State University
I am going to speak about joint results with V. I. Vasyunin. We consider the problem of finding the very best (superoptimal) approximation of a given rational matrix functions by matrix functions...

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