The Polarizable Continuum Model Goes Viral! - Munin
... I will present our efforts in answering this question based on the development of the polarizable continuum model for solvation. While the solute is described by a quantum mechanical method, the surrounding environment is replaced by a structureless continuum dielectric. The mutual polarization of t ...
... I will present our efforts in answering this question based on the development of the polarizable continuum model for solvation. While the solute is described by a quantum mechanical method, the surrounding environment is replaced by a structureless continuum dielectric. The mutual polarization of t ...
PHOTONIC ENTANGLEMENT: NEW SOURCES AND NEW APPLICATIONS JI ˇ R´
... the last few decades. In order to be used in many different applications, sources of entanglement should satisfy several requirements as a high efficiency, broad tunability and compactness, and the possibility of integration with other optical components. The most common sources of entangled fields ...
... the last few decades. In order to be used in many different applications, sources of entanglement should satisfy several requirements as a high efficiency, broad tunability and compactness, and the possibility of integration with other optical components. The most common sources of entangled fields ...
Ultracold Atoms in Artificial Gauge Fields by Tobias Graß PhD Thesis
... In the first part we focus on fractional quantum Hall effects, asking whether interesting topological states can be realized with cold atoms. We start by making a close connection to solid-state systems and first consider fermionic atoms with dipolar interactions. Assuming the system to be in the La ...
... In the first part we focus on fractional quantum Hall effects, asking whether interesting topological states can be realized with cold atoms. We start by making a close connection to solid-state systems and first consider fermionic atoms with dipolar interactions. Assuming the system to be in the La ...
Measurement of the quantum capacitance of interacting electrons in
... followed by symmetric structures at its positive and negative sides. Comparing this with the transport measured on the same device (Fig. 4b), the large dip is associated with the semiconducting gap. Outside the gap, the capacitance decreases slowly on both sides of the gap and then rises rapidly at ...
... followed by symmetric structures at its positive and negative sides. Comparing this with the transport measured on the same device (Fig. 4b), the large dip is associated with the semiconducting gap. Outside the gap, the capacitance decreases slowly on both sides of the gap and then rises rapidly at ...
Geometric Aspects of Quantum Hall States
... dissipative viscosity of quantum fluids, known as Hall viscosity; thermal Hall conductance, and a recently discovered coefficient orbital spin variance. All of these coefficients can be computed as linear responses to variations of geometry of a physical sample. We will show how to compute these co ...
... dissipative viscosity of quantum fluids, known as Hall viscosity; thermal Hall conductance, and a recently discovered coefficient orbital spin variance. All of these coefficients can be computed as linear responses to variations of geometry of a physical sample. We will show how to compute these co ...
Observation of Distinct Two-Photon Transition Channels in CdTe
... the same time, both differences should be associated with the noncentrosymmetric 2PA transition same time, both differences should be associated with the noncentrosymmetric 2PA transition channel due to cubic zinc-blended structure with Td symmetry of the CdTe QDs. To aid in the channel due to cubic ...
... the same time, both differences should be associated with the noncentrosymmetric 2PA transition same time, both differences should be associated with the noncentrosymmetric 2PA transition channel due to cubic zinc-blended structure with Td symmetry of the CdTe QDs. To aid in the channel due to cubic ...
OPENNESS OF MANY-ELECTRON QUANTUM SYSTEMS FROM
... additional 1-RDM constraints are known as pure N at sum to unity, representability conditions or generalized Pauli condictions, and each tions [6–11]. The pure N -representability conditions coordinates of a of the 1-RDM depend only on its natural occupation ensemble density numbers [6], and hence, ...
... additional 1-RDM constraints are known as pure N at sum to unity, representability conditions or generalized Pauli condictions, and each tions [6–11]. The pure N -representability conditions coordinates of a of the 1-RDM depend only on its natural occupation ensemble density numbers [6], and hence, ...
Matrix Product States for Lattice Gauge Theories
... which is based on gauge theories is presently the best description of three of the four fundamental forces: the electromagnetic force, the strong force and the weak force. Within the framework of the Standard Model, forces between elementary particles are mediated by gauge fields corresponding to a ...
... which is based on gauge theories is presently the best description of three of the four fundamental forces: the electromagnetic force, the strong force and the weak force. Within the framework of the Standard Model, forces between elementary particles are mediated by gauge fields corresponding to a ...
