We present a simple strongly universal innocent game model for Levy-Longo trees i.e. every point in the model is the denotation of a unique Levy-Longo tree. The observational quotient of the model then gives a universal, and hence fully abstract, model of the pure Lazy Lambda Calculus.

Based on the theory of independently scattered random measures, we introduce a natural generalisation Gaussian space-time white noise to Levy-type setting, which call Levy-valued measures. We determine subclass cylindrical Levy processes correspond and describe elements this uniquely by their characteristic function. embed measure, or corresponding process, in space general tempered distributio...

Meet Dr. Tom Levy (who changed the status of U.S. Vitamin C usage after his best selling book and presentation to us last year. Now he intends to change the status of Calcium usage worldwide, after this presentation and new book due out in December).Dr. Levy received his Bachelor of Arts degree in biology from the Johns Hopkins University in 1972. He later graduated from the Tulane University S...

A is a continuous-time, real-valued stochastic process which has independent and Levy jump process stationary increments, with no Brownian component. We study some of the fundamental properties of Levy jump processes and develop inventory models for them. Of particular interest to us is the gamma-distributed Levy process, in which the demand that occurs in a fixed period of time has a gamma dis...

Control of reasoning isa major issue in scaling up problem solvers that use declarative representations, since inference isslowed own significantly as the size of the knowledge base (KB) is increased. A key factor for the slow down is the search of the inference engine through parts of the KB that are irrelevant to the query at hand. The ability of a system to ignore irrelevant information is t...