In this paper we introduce an efficient method to unwrap multi-frequency phase estimates for time-of-flight ranging. The algorithm generates multiple depth hypotheses and uses a spatial kernel density estimate (KDE) to rank them. The confidence produced by the KDE is also an effective means to detect outliers. We also introduce a new closed-form expression for phase noise prediction, that bette...

Effective monitoring of industrial processes provides many benefits. However, for dynamic processes with strong nonlinearity many existing techniques still cannot give satisfactory monitoring performance. This is evidenced by the well known Tennessee Eastman (TE) benchmark process, where some faults, e.g. Faults 3 and 9, have not been comfortably detected by almost all data-driven approaches pu...

This paper develops and applies a model of in which doctors have two dimensions of skill: diagnostic skill and skill performing procedures. Higher procedural skill increase the use of intensive procedures across the board, while better diagnostic skill results in fewer intensive procedures for the low risk, but more for the high risk. Deriving empirical analogues to our theoretical measures for...

Elizabeth C. Landis, Kate L. Klein, Albert Liao, ) Eric Pop, ) Dale K. Hensley, Anatoli V. Melechko, and Robert J. Hamers* Department of Chemistry, University of Wisconsin-Madison, 1101 University Avenue, Madison, Wisconsin 53706, Department of Materials Science and Engineering, University of Tennessee, Knoxville, Tennessee 37996, Center for Nanophase Materials Sciences Division, Oak Ridge Nati...

This paper explores one case study from PhD research into students’ writing in the context of the transition from school to university, particularly focusing on ‘discourses of writing and learning to write’ (Ivanič, 2004) evident across the two educational levels. The data are taken from a two-year engagement in the field, following students from their last year of A-levels to their first year ...

We study one dimensional sets (Hausdorff dimension) lying in a Hilbert space. The aim is to classify subsets of Hilbert spaces that are contained in a connected set of finite Hausdorff length. We do so by extending and improving results of Peter Jones and Kate Okikiolu for sets in Rd . Their results formed the basis of quantitative rectifiability in Rd . We prove a quantitative version of the f...

M. Antonova, R. Asfandiyarov, R. Bayes, P. Benoit, A. Blondel, M. Bogomilov, A. Bross, F. Cadoux, A. Cervera, N. Chikuma, A. Dudarev, T. Ekelöf, Y. Favre, S. Fedotov, S-P. Hallsjö, A. Izmaylov , Y. Karadzhov, M. Khabibullin, A. Khotyantsev, A. Kleymenova, T. Koga, A. Kostin, Y. Kudenko, V. Likhacheva, B. Martinez, R. Matev, M. Medvedeva, A. Mefodiev, A. Minamino, O. Mineev, M. Nessi, L. Nicola,...