In the book Classics on fractals [6], Edgar asked what the Hausdorff dimension of the boundary of the Le! vy dragon might be. In general Edgar asked what could be said about the dimension of the… (More)

We show that given a type α of an adding machine, for a dense set of parameters s in the interval [ √ 2, 2], if f is the tent map with slope s, then the restriction of f to the closure of the orbit… (More)

A theoretical approach to computing the Hausdorff dimension of the topological boundary of attractors of iterated function systems is developed. The curve known as the Lévy Dragon is then studied in… (More)

BACKGROUND
Hospital-based Emergency Departments are struggling to provide timely care to a steadily increasing number of unscheduled ED visits. Dwindling compensation and rising ED closures dictate… (More)

Let fs and ft be tent maps on the unit interval. In this paper we give a new proof of the fact that if the critical points of fs and ft are periodic and the inverse limit spaces (I, fs) and (I, ft)… (More)

2008 2nd IEEE RAS & EMBS International Conference…

2008

This paper describes the design, creation, and validation of an infrastructure for grasping. The infrastructure is premised on the ability to use large amounts of memory to store grasping algorithms… (More)

We investigate and classify several patterns in cancer incidence and relative risk data which persist across different countries and multiple published studies. We then explore biological hypotheses… (More)

Musca domestica salivary gland hypertrophy virus (MdSGHV) is a disease that enlarges the salivary glands of Musca domestica (the common house fly), as well as causes infertility in female house… (More)