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- Andrew Stuart, Carmen L Frazier, Joseph Kalinowski, Paul W Vos
- Journal of speech, language, and hearing research…
- 2008

PURPOSE
The effect of frequency altered feedback (FAF) on stuttering type (i.e., prolongation, repetition, or silent block) and stuttering duration (i.e., average duration of stuttering event and total stuttering time) was examined.
METHOD
Retrospective analyses of previously collected data from 12 adult persons who stutter who participated in an ABA… (More)

- Farid E Ahmed, Paul W Vos, Don Holbert
- Molecular cancer
- 2007

The Cox proportional hazards model is the most widely used model for survival analysis because of its simplicity. The fundamental assumption in this model is the proportionality of the hazard function. When this condition is not met, other modifications or other models must be used for analysis of survival data. We illustrate in this review several… (More)

This paper lays the foundations for a new framework for numerically and computationally applying information geometric methods to statistical modelling.

This paper lays the foundations for a unified framework for numerically and computationally applying methods drawn from a range of currently distinct geometrical approaches to statistical modelling. In so doing, it extends information geometry from a manifold based approach to one where the simplex is the fundamental geometrical object, thereby allowing… (More)

This paper applies the tools of computation information geometry [3] – in particular, high dimensional extended multinomial families as proxies for the 'space of all distributions' – in the inferentially demanding area of statistical mixture modelling. A range of resultant benefits are noted.

- Paul Vos, Karim Anaya-Izquierdo
- Entropy
- 2014

A new geometric structure for information geometry is developed with a simplicial, rather than manifold, basis. This structure is reflected in the +1, −1 and 0 geometries of Amari and in the duality relationship central to information geometry and corresponds to the support and moment structures of the distributions. This underlying geometric structure… (More)

The authors consider a special case of inference in the presence of nuisance parameters. They show that when the orthogonalized score function is a function of a statistic S, no Fisher information for the interest parameter is lost by using the marginal distribution of S rather than the full distribution of the observations. Therefore, no information for… (More)

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