We examine, for− 1< q< 1, q-Gaussian processes, ie families of operators (non-commutative
random variables)–where the at fulfill the q-commutation relations for some covariance …

The notion of coarsening at random (CAR) was introduced by Heitjan and Rubin (1991) to
describe the most general form of randomly grouped, censored, or missing data, for which …

An experimentally observed violation of Bell's inequality is supposed to show the failure of
local realism to deal with quantum reality. However, finite statistics and the time sequential …

The extended de Finetti theorem characterizes exchangeable infinite sequences of random
variables as conditionally iid and shows that the apparently weaker distributional symmetry …

From its very birth in the 1920s, quantum theory has been characterized by a certain
strangeness: It seems to run counter to the intuitions that we humans have about the world …

Quantum Markov Processes and Applications in Physics Page 1 Quantum Markov Processes
and Applications in Physics Burkhard Kümmerer Fachbereich Mathematik Technische …

Frequently, gamblers are superstitious, and in the past they were familiar with talismanic
gestures and signs to avoid bad luck. Their cultural background was often characterized by …

In this thesis we study continuously observed open quantum systems from the point of view
of quantum filtering theory. The conditioned state of the open system obeys a non …

We introduce 'braidability'as a new symmetry for infinite sequences of noncommutative
random variables related to representations of the braid group B _ ∞. It provides an …

Band 5 umfaßt die Themenbereiche Astronomie, Optik und Wahrscheinlichkeitstheorie. Er
enthält Hausdorffs Dissertation über die Refraktion des Lichtes in der Atmosphäre, zwei …