Farrell-Jones Conjecture plays an important role in manifold topology.It implies for example the Novikov Conjecture and Borel Conjecture.In this talk I will
Bell nonlocality and Einstein-Podolsky-Rosen(EPR)steering are every important quantum correlations of a composite quantum system.Bell nonlocality of a bipar
The study of properties of isometries and its generalizations on Banach spaces has continued for over 80 years since Mazur and Ulams celebrated theorem in 1
Important classes of locally compact groups(such as groups with Kazhdans property and groups with the Haagerup property)are characterized by their actions b
We develop the structure theory of connected locally groups,and use this to extend some results from connected Lie groups to connected locally compact group
We prove that all doubling measures on the unit disk D are Carleson measures for the standard Dirichlet space D.The proof has three new ingredients.The firs
In free probability the notion of free convolution of probability distributions on R has played an important role since its inception by D.Voiculescu some 3
If G is a locally compact group,then natural spaces such as L1(G)or M(G)carry more structure than just that of a Banach algebra.They are also vector lattice
One of the main challenges of frame and wavelet theory is to construct and analyzesuitable frames which provide sparse representations for natural classes o