Electronic Structure of Multi-Electron Quantum Dots
... using Slater determinants composed of single-electron eigenstates as the basis functions. This approach, namely the configuration interaction (CI) method, takes into account the full interaction and correlation of the electrons in the system as long as the numerical results converge with an increasi ...
... using Slater determinants composed of single-electron eigenstates as the basis functions. This approach, namely the configuration interaction (CI) method, takes into account the full interaction and correlation of the electrons in the system as long as the numerical results converge with an increasi ...
A Brief Survey Of Quantum Programming Languages
... typically realized as arrays of qubits, and run-time checks are needed to detect certain error conditions. For instance, out-of-bounds checks are necessary for array accesses, and distinctness checks must be used to ensure i = j when applying a binary quantum operation to two qubits i and j. As is ...
... typically realized as arrays of qubits, and run-time checks are needed to detect certain error conditions. For instance, out-of-bounds checks are necessary for array accesses, and distinctness checks must be used to ensure i = j when applying a binary quantum operation to two qubits i and j. As is ...
Quantum Computing Using Linear Optics
... These LOQC logic gates are referred to as “probabilistic devices” because they occasionally fail, but it is known when a failure has occurred. In addition, the gates can be designed so that the probability of a failure event Pf can be made arbitrarily small. In the original LOQC proposal11 it was sh ...
... These LOQC logic gates are referred to as “probabilistic devices” because they occasionally fail, but it is known when a failure has occurred. In addition, the gates can be designed so that the probability of a failure event Pf can be made arbitrarily small. In the original LOQC proposal11 it was sh ...
Derivation of the Born Rule from Operational Assumptions
... Whence the Born rule? It is fundamental to quantum mechanics; it is the essential link between probability and a formalism which is otherwise deterministic; it encapsulates the measurement postulates. Gleason’s theorem [4] is mathematically informative, but its premises are too strong to have any di ...
... Whence the Born rule? It is fundamental to quantum mechanics; it is the essential link between probability and a formalism which is otherwise deterministic; it encapsulates the measurement postulates. Gleason’s theorem [4] is mathematically informative, but its premises are too strong to have any di ...
Unitary quantum theory as a formal framework for a
... reality. There are at least three reasons to contemplate doing this. First, unitary quantum theory is both enormously successful and apparently unlimited in its applicability (e.g. Schlosshauer, 2006); increasingly challenging experiments designed to reveal entanglement over macroscopic spatial and ...
... reality. There are at least three reasons to contemplate doing this. First, unitary quantum theory is both enormously successful and apparently unlimited in its applicability (e.g. Schlosshauer, 2006); increasingly challenging experiments designed to reveal entanglement over macroscopic spatial and ...
Document
... We trust quantum over classical coin tossing because an agent who believes the coin is fair cannot rule out an insider attack, whereas the beliefs that lead to a pure-state assignment are inconsistent with any other party’s being able to launch an insider attack. ...
... We trust quantum over classical coin tossing because an agent who believes the coin is fair cannot rule out an insider attack, whereas the beliefs that lead to a pure-state assignment are inconsistent with any other party’s being able to launch an insider attack. ...
Lecture 1 Review of hydrogen atom Heavy proton (put at the origin
... 3. If it is degenerate, how many states have the same energy and what are their quantum numbers ? (ignore spin) ...
... 3. If it is degenerate, how many states have the same energy and what are their quantum numbers ? (ignore spin) ...
