Seminar Archive - 2018

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

Xuan Duong - Macquarie University
We explain some recent progress concerning estimates of singular integrals with rough kernels and function spaces associated to operators on non-doubling spaces such as the non-doubling manifolds...

Andy Hone - University of Kent
1) Background and examples of cluster algebras: Somos sequences in number theory; Laurent property; Abel pentagon identity, Lyness map and the dilogarithm; Zamolodchikov Y-systems; Plucker...

Associate Professor Ina Taralova - Ecole Centrale de Nantes, France
The collapsing of iterates of dynamical systems or at least the existence of very short periodic orbits, their non-constant invariant measure, and the easily recognized shape of the function in the...

Andy Hone - University of Kent
1) Background and examples of cluster algebras: Somos sequences in number theory; Laurent property; Abel pentagon identity, Lyness map and the dilogarithm; Zamolodchikov Y-systems; Plucker...

Qihe Tang - University of New South Wales
We are concerned with losses from defaults in a small or large portfolio of defaultable obligors. A static structural model is employed in which for each obligor a latent variable is introduced to...

Prof N J Wildberger - School of Mathematic and Statistics UNSW Sydney
Johann Faulhaber, the "Great Calculator of Ulm", in 1631 published explicit formulas for the sums of powers of natural numbers 1k + 2k + + nk as polynomials in n, for k = 1 to 17. He also discovered...

Andy Hone - University of Kent
1) Background and examples of cluster algebras: Somos sequences in number theory; Laurent property; Abel pentagon identity, Lyness map and the dilogarithm; Zamolodchikov Y-systems; Plucker...

Andy Hone - University of Kent
1) Background and examples of cluster algebras: Somos sequences in number theory; Laurent property; Abel pentagon identity, Lyness map and the dilogarithm; Zamolodchikov Y-systems; Plucker...

Andrew Zammit - University of Wollongong
Atmospheric trace gas inversion is a method for assessing the spatial distribution of gas emissions/sinks, or flux, from (i) mole fraction measurements and (ii) atmospheric simulations from...

Florian Breuer - University of Newcastle
There is a well-known analogy in Number Theory between number fields and function fields. Under this analogy, Drinfeld modules correspond to elliptic curves and Drinfeld modular forms correspond to...

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