Semiclassical Methods for Many-Body Systems
... system of the next level of complexity. For example we are not good at understanding loosely associated atoms forming a molecule or how the primary structure of a protein results in a folded enzyme. These examples are manifestations of the many body problem. We understand one or two piece quite well ...
... system of the next level of complexity. For example we are not good at understanding loosely associated atoms forming a molecule or how the primary structure of a protein results in a folded enzyme. These examples are manifestations of the many body problem. We understand one or two piece quite well ...
Topological Orders
... Matter can have many different states, such as gas, liquid, and solid. The state of matter is one of the most important properties of matter. Scientists find matter can have much more different states than just gas, liquid, and solid. Even solids and liquids can appear in many different forms and st ...
... Matter can have many different states, such as gas, liquid, and solid. The state of matter is one of the most important properties of matter. Scientists find matter can have much more different states than just gas, liquid, and solid. Even solids and liquids can appear in many different forms and st ...
An introduction to Quantum Complexity
... BQP is closed under complement BQP is closed under intersection (and union) ...
... BQP is closed under complement BQP is closed under intersection (and union) ...
Quasi Particle Tunneling in the Fractional Quantum Hall Regime
... the 2DEG is the possibility of gating. Metal gates can be used to define areas where the density can be locally changed, which can be used to define small islands with reduced dimensionality as needed for structure like quantum dots and QPCs. The most common ways of achieving a 2DEG are by using a m ...
... the 2DEG is the possibility of gating. Metal gates can be used to define areas where the density can be locally changed, which can be used to define small islands with reduced dimensionality as needed for structure like quantum dots and QPCs. The most common ways of achieving a 2DEG are by using a m ...
Interface between path and orbital angular momentum
... Generation of OAM modes with a MS in reverse. Transverse spatial LG modes have a helical phase front eily, where l can take any integer value and represents the quanta of OAM each individual photon possesses20. If la0, such modes exhibit a vortex along the beam axis and show a ring-shaped intensity ...
... Generation of OAM modes with a MS in reverse. Transverse spatial LG modes have a helical phase front eily, where l can take any integer value and represents the quanta of OAM each individual photon possesses20. If la0, such modes exhibit a vortex along the beam axis and show a ring-shaped intensity ...
PDF
... written more legibly as (id apple), which should evaluate to apple. Indeed, beta reduction gives ((λx. x) apple) −→ apple in a single step. In general, a computation consists of a sequence of beta reductions executed according to some deterministic strategy until the resulting term cannot be reduce ...
... written more legibly as (id apple), which should evaluate to apple. Indeed, beta reduction gives ((λx. x) apple) −→ apple in a single step. In general, a computation consists of a sequence of beta reductions executed according to some deterministic strategy until the resulting term cannot be reduce ...
Negative probability
... objects. They reflect the immediate interaction of probabilities without any “hidden” parameters. I. Why does negative probability appear in quantum mechanics? Negative probability appears in phase-space formulated quantum mechanics; also, in quantum correlations and also in wave-particle dualism. W ...
... objects. They reflect the immediate interaction of probabilities without any “hidden” parameters. I. Why does negative probability appear in quantum mechanics? Negative probability appears in phase-space formulated quantum mechanics; also, in quantum correlations and also in wave-particle dualism. W ...
Book of Abstracts
... The Bose polaron problem: a quantum Monte-Carlo study Stefano Giorgini (University of Trento) I will review some recent results on the problem of a single impurity coupled to a Bose gas at zero temperature obtained using quantum Monte Carlo methods. The use of such non-perturbative theoretical tools ...
... The Bose polaron problem: a quantum Monte-Carlo study Stefano Giorgini (University of Trento) I will review some recent results on the problem of a single impurity coupled to a Bose gas at zero temperature obtained using quantum Monte Carlo methods. The use of such non-perturbative theoretical tools ...
Narrowband biphotons with polarization-frequency
... Mattle et al. show that the polarization birefringent effect is a powerful tool to transfer from one polarization Bell state to others with only linear optics [31]. In the following, we show that by making use of the polarizationfrequency coupling we can continuously vary the relative phase between ...
... Mattle et al. show that the polarization birefringent effect is a powerful tool to transfer from one polarization Bell state to others with only linear optics [31]. In the following, we show that by making use of the polarizationfrequency coupling we can continuously vary the relative phase between ...
Conference booklet - XXXV Workshop on Geometric Methods in
... Maxim GRIGORIEV Lebedev Physical Institute, Russia Supergeometry of gauge PDE and AKSZ sigma models AKSZ sigma models were originally proposed to describe topological systems. In fact, an AKSZ model with finite number of fields and space-time dimension higher than 1 is necessarily topological. These ...
... Maxim GRIGORIEV Lebedev Physical Institute, Russia Supergeometry of gauge PDE and AKSZ sigma models AKSZ sigma models were originally proposed to describe topological systems. In fact, an AKSZ model with finite number of fields and space-time dimension higher than 1 is necessarily topological. These ...
