Author: mz233

The Kalman filter which is over 50 years old is one of the most important and common data fusion algorithms in use today. It combines … Read more

In this talk we provide a general overview of the growing topic of Bayesian nonparametric. The start of BNP can be dated back to 1973 … Read more

Lie Algebras is a useful tool which dominates every aspect of the interaction between physics and mathematics. Moreover, the applications within mathematics are uncountable and … Read more

In 1926 Arnaud Denjoy and Julius Wolff proved the Denjoy-Wollf Theorem (not a coincidence) which looks at the behaviour of holomorphic functions on a disc … Read more

The tangent space to a smooth manifold is an important object in differential geometry. Depending on context, different ways of viewing this object can be … Read more

Heun functions generalize well-known special functions such as Spheroidal Wave, Lame, Mathieu, and hypergeometric-type functions. Heun functions are applicable to diverse areas such as theory … Read more

The Plücker relation is a curious identity satisfied by determinants. I’ll state and prove it, and give a couple of examples of how it arises … Read more

Stefan Schwede and Brooke Shipley, in their article “A uniqueness theorem for stable homotopy theory” announced the Uniqueness Theorem, which have multiple applications, mainly it … Read more

Quantum algebras arose in the 1980’s as deformations of the algebra of functions over certain groups and were motivated by problems in mathematical physics. Under … Read more

Change point problems appear in various contexts, for instance, in hydrology, finance and ecology. Objective Bayes aims to construct prior distributions in conditions where the … Read more