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... in the Bose-Hubbard model [Eq. (1)] as a generic Hamiltonian for strongly correlated bosons, by which the quantum phase transition can be described [3, 4]. The Bose-Hubbard Hamiltonian has been used previously in condensed matter physics to study the adsorption of noble gases in nanotubes [5], or Co ...
... in the Bose-Hubbard model [Eq. (1)] as a generic Hamiltonian for strongly correlated bosons, by which the quantum phase transition can be described [3, 4]. The Bose-Hubbard Hamiltonian has been used previously in condensed matter physics to study the adsorption of noble gases in nanotubes [5], or Co ...
G-Complexity, Quantum Computation and Anticipatory Processes
... Assuming that entanglement does take place, does it actually lead to the higher performance measured? Aram Harrow’s reflections (cf. Aron 2013) on the necessary and sufficient conditions for a true quantum computer cannot be discarded. Others (especially Aaronson 2013) are dedicated to the same subj ...
... Assuming that entanglement does take place, does it actually lead to the higher performance measured? Aram Harrow’s reflections (cf. Aron 2013) on the necessary and sufficient conditions for a true quantum computer cannot be discarded. Others (especially Aaronson 2013) are dedicated to the same subj ...
5. Particles in a Magnetic Field
... Quantum Hall E↵ect, was discovered by Klaus von Klitzing in 1980. For this, he was awarded the Nobel prize in 1985. It turns out that the integer quantum Hall e↵ect is a direct consequence of the existence of discrete Landau levels. The plateaux occur when precisely ⌫ 2 Z+ Landau levels are filled. ...
... Quantum Hall E↵ect, was discovered by Klaus von Klitzing in 1980. For this, he was awarded the Nobel prize in 1985. It turns out that the integer quantum Hall e↵ect is a direct consequence of the existence of discrete Landau levels. The plateaux occur when precisely ⌫ 2 Z+ Landau levels are filled. ...
Chapter 3
... mechanics' by Schrödinger is that written by Whittaker (1953, Chapter IX). Whittaker's own intimate familiarity with classical analytical dynamics evidently gave him special insight into the working of Schrödinger's mind in arriving at his wave equation. On his part, Schrödinger (SI926b) had referre ...
... mechanics' by Schrödinger is that written by Whittaker (1953, Chapter IX). Whittaker's own intimate familiarity with classical analytical dynamics evidently gave him special insight into the working of Schrödinger's mind in arriving at his wave equation. On his part, Schrödinger (SI926b) had referre ...
