Within the last decade, significant progress has been made towards a consistent and
complete reformulation of the Copenhagen interpretation (an interpretation consisting in a …

A discussion of aspects of probability relevant to the differing interpretations of quantum
theory is given, followed by an account of so-called orthodox interpretations of quantum …

The measurement of a quantum system is not consummated until irreversible processes
have destroyed all phase coherence between different possible outcomes of that …

This breakthrough volume touts having dissolved the remaining barriers to implementing
Bulk Universal Quantum Computing (UQC), and as such most likely describes the most …

Long-lived coherences have been observed in photosynthetic complexes after laser
excitation, inspiring new theories regarding the extreme quantum efficiency of …

The nondecay probability Q (t) for a Lorentzian energy distribution peaked at E 0 with full
width at half maximum equal to Γ is given in atomic units by QL (t)= exp (-Γt). However, the …

The mathematical formalism of quantum mechanics is a probability calculus. The probability
algorithms it places at our disposal—state vectors, wave functions, density matrices …

The authors clarify some of the controversial aspects involved in the treatment of the
quantum Zeno paradox. An argument for the paradox is given on the basis of the uncertainty …

When a classical signal is very weak, the quantum features of its detector cannot be ignored.
There appears then to be a conflict between the continuous nature of the classical signal …

Both quantum mechanics and Markov-process theory deal with dynamical systems whose
behaviors can be predicted only probabilistically. The question therefore arises as to …