Classical limit and quantum logic - Philsci
... while LV (0) is a non-distributive lattice of projectors, LV (tD ) is a Boolean one. In this way, we obtain an adequate description of the logical evolution of a quantum system. ...
... while LV (0) is a non-distributive lattice of projectors, LV (tD ) is a Boolean one. In this way, we obtain an adequate description of the logical evolution of a quantum system. ...
Theoretical and empirical reasons for considering the application of
... pairwise joint distribution for any pair of questions. Quantum probability theory allows systems to act in a non-decomposable manner such that pairwise probabilities cannot be derived from a common joint probability distribution. Intuitively this result suggests there is an extreme form of correlati ...
... pairwise joint distribution for any pair of questions. Quantum probability theory allows systems to act in a non-decomposable manner such that pairwise probabilities cannot be derived from a common joint probability distribution. Intuitively this result suggests there is an extreme form of correlati ...
Quantum Transport Theory in Heterostructure Devices
... be generalized from the above discussion. The expectation value of the observable quantity is calculated for each state, taking the scattering states to be normalized to unit amplitude. The density of the observable is then determined by inserting this expectation value into the sum in (17) and eval ...
... be generalized from the above discussion. The expectation value of the observable quantity is calculated for each state, taking the scattering states to be normalized to unit amplitude. The density of the observable is then determined by inserting this expectation value into the sum in (17) and eval ...
Particle in a box
... A particle is in a particular quantum state in a box of length L. The box is now squeezed to a shorter length, L/2. The particle remains in the same quantum state. The energy of the particle is now ...
... A particle is in a particular quantum state in a box of length L. The box is now squeezed to a shorter length, L/2. The particle remains in the same quantum state. The energy of the particle is now ...
Quantum-like model of unconscious–conscious dynamics
... and social sciences are fundamentally based on operational formalisms for observations. The basic notions of the operational formalism for the quantum measurement theory are quantum apparatus and instrument (Davies and Lewis, 1970; Busch et al., 1995; Ozawa, 1997). Quantum apparatuses are mathematic ...
... and social sciences are fundamentally based on operational formalisms for observations. The basic notions of the operational formalism for the quantum measurement theory are quantum apparatus and instrument (Davies and Lewis, 1970; Busch et al., 1995; Ozawa, 1997). Quantum apparatuses are mathematic ...
On distinguishability, orthogonality, and violations of the second law: contradictory assumptions, contrasting pieces of knowledge
... that some (at least one) of its outcomes have vanishing probabilities for the first preparation and non-vanishing probabilities for the second, while the remaining (at least one) outcomes have vanishing probabilities for the second preparation and non-vanishing probabilities for the first. This mean ...
... that some (at least one) of its outcomes have vanishing probabilities for the first preparation and non-vanishing probabilities for the second, while the remaining (at least one) outcomes have vanishing probabilities for the second preparation and non-vanishing probabilities for the first. This mean ...
