Browsing Mathematics by Title
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Sampling from Dirichlet process mixture models with unknown concentration parameter: mixing issues in large data implementations
(Springer, 201509)We consider the question of Markov chain Monte Carlo sampling from a general stickbreaking Dirichlet process mixture model, with concentration parameter α . This paper introduces a Gibbs sampling algorithm that combines ... 
Saturated Graphs of Prescribed Minimum Degree
(201703) 
Search for Multimessenger Sources of Gravitational Waves and Highenergy Neutrinos with Advanced LIGO during Its First Observing Run, ANTARES, and IceCube
(IOP Publishing, 20190110)Astrophysical sources of gravitational waves, such as binary neutron star and black hole mergers or corecollapse supernovae, can drive relativistic outflows, giving rise to nonthermal highenergy emission. Highenergy ... 
Selection for Replicases in Protocells
(201305) 
The selfrepresenting Universe
(Copernicus Center Press, 20141109)We revisit our approach to Fourier and observerobserved duality as the origin of the structure of physical reality. We explain how Fourier duality on the exterior algebra recovers Hodge duality. We describe recent joint ... 
SemiClassical Analysis of NonSelfAdjoint Transfer Matrices in Statistical Mechanics I
(Springer Nature, 201602) 
Semiperfect 1Factorizations of the Hypercube
(Elsevier, 2019)A 1factorization M = {M_1,M_2,...,M_n} of a graph G is called perfect if the union of any pair of 1factors M_i, M_j with i ≠ j is a Hamilton cycle. It is called ksemiperfect if the union of any pair of 1factors M_i, ... 
Separably injective C*algebras
(201606) 
Sequential visibilitygraph motifs
(20160414) 
THE SHARP THRESHOLD FOR JIGSAW PERCOLATION IN RANDOM GRAPHS
(Applied Probability Trust, 2019)We analyse the jigsaw percolation process, which may be seen as a measure of whether two graphs on the same vertex set are `jointly connected'. Bollobás, Riordan, Slivken and Smith proved that when the two graphs are ... 
Simple groups, product actions, and generalized quadrangles
(Duke University Press, 20170914) 
Simultaneous core multipartitions
(201902) 
Small Cocycles, Fine Torus Fibrations, and a Z<sup>2</sup>Subshift with Neither
(20170701)© 2017, The Author(s). Following an earlier similar conjecture of Kellendonk and Putnam, Giordano, Putnam, and Skau conjectured that all minimal, free Zdactions on Cantor sets admit “small cocycles.” These represent classes ...