An Online and Approximate Solver for POMDPs with Continuous
... Key to the tremendous advances in both offline and online POMDP-based planning is the use of sampling to trade optimality with approximate optimality in exchange for speed. Sampling based planners reduce the complexity of planning in the belief space B by representing B as a set of sampled beliefs a ...
... Key to the tremendous advances in both offline and online POMDP-based planning is the use of sampling to trade optimality with approximate optimality in exchange for speed. Sampling based planners reduce the complexity of planning in the belief space B by representing B as a set of sampled beliefs a ...
2-dimensional “particle-in-a-box” problems
... and the physically acceptable solutions are required • to be continuous • to vanish outside the interval [0, a] • to be normalized. An elementary argument leads fairly immediately to the familiar eigenfunctions ...
... and the physically acceptable solutions are required • to be continuous • to vanish outside the interval [0, a] • to be normalized. An elementary argument leads fairly immediately to the familiar eigenfunctions ...
Quantum Computing with Quantum Dots
... how a quantum computing (QC) system can be realized using localized excitons in QDs as the elementary quantum bit. According to DiVincenzo, the five requirements that must be satisfied in order to obtain a reliable QC system are: (1) a scalable system, (2) the ability to initialize qubits (3) relat ...
... how a quantum computing (QC) system can be realized using localized excitons in QDs as the elementary quantum bit. According to DiVincenzo, the five requirements that must be satisfied in order to obtain a reliable QC system are: (1) a scalable system, (2) the ability to initialize qubits (3) relat ...
Sum rule of the correlation function
... The correlation functions of two identical or nonidentical particles with “small” relative momenta have been extensively studied in nuclear collisions for bombarding energies from tens of MeV [1] to hundreds of GeV [2]. These functions provide information about space-time characteristics of particle ...
... The correlation functions of two identical or nonidentical particles with “small” relative momenta have been extensively studied in nuclear collisions for bombarding energies from tens of MeV [1] to hundreds of GeV [2]. These functions provide information about space-time characteristics of particle ...
Fractals as macroscopic manifestation of squeezed
... Cantor set, etc.) is expressed in analytical form by Eqs. (6) and (7): “cutting a piece of a fractal and magnifying it isotropically to the size of the original, both the original and the magnification look the same” [18]. In this sense fractals are “scale free”, namely viewing a picture of part of ...
... Cantor set, etc.) is expressed in analytical form by Eqs. (6) and (7): “cutting a piece of a fractal and magnifying it isotropically to the size of the original, both the original and the magnification look the same” [18]. In this sense fractals are “scale free”, namely viewing a picture of part of ...
here.
... for systems with conservative forces. It leads to Lagrange’s equations of motion, which are equivalent to Newton’s 2nd law. One advantage of Lagrange’s equations is that they retain the same form in all systems of coordinates on configuration space. • The idea of the action principle is as follows. ...
... for systems with conservative forces. It leads to Lagrange’s equations of motion, which are equivalent to Newton’s 2nd law. One advantage of Lagrange’s equations is that they retain the same form in all systems of coordinates on configuration space. • The idea of the action principle is as follows. ...
BQP and the Polynomial Hierarchy
... hierarchy that we exploit is not new. In the early 1980s, Furst-Saxe-Sipser [19] and Yao [43] noticed that, if we have a PH machine M that computes (say) the Parity of a 2n -bit oracle string, then by simply reinterpreting the existential quantifiers of M as OR gates and the universal quantifiers as ...
... hierarchy that we exploit is not new. In the early 1980s, Furst-Saxe-Sipser [19] and Yao [43] noticed that, if we have a PH machine M that computes (say) the Parity of a 2n -bit oracle string, then by simply reinterpreting the existential quantifiers of M as OR gates and the universal quantifiers as ...
Maximal Newton polygons via the quantum Bruhat graph
... tool. We begin with a brief historical survey of each of these two geometric contexts and the relevant combinatorial questions, and then we informally state our main result. In the 1950s, Dieudonné introduced the notion of isocrystals over perfect fields of characteristic p > 0 (see [Man63]), which ...
... tool. We begin with a brief historical survey of each of these two geometric contexts and the relevant combinatorial questions, and then we informally state our main result. In the 1950s, Dieudonné introduced the notion of isocrystals over perfect fields of characteristic p > 0 (see [Man63]), which ...
Single Band Effective Mass Equation and Envolvent
... As already mentioned, Ev,0 depends on the position; it is different in the nanostructure than in the host semiconductor, leading to a mesoscopic quasi-potential, different in each band. The same can be said of the effective mass m*; however, its variation makes uncertain the application of the rule ...
... As already mentioned, Ev,0 depends on the position; it is different in the nanostructure than in the host semiconductor, leading to a mesoscopic quasi-potential, different in each band. The same can be said of the effective mass m*; however, its variation makes uncertain the application of the rule ...
Department of Physics, Chemistry and Biology Master’s Thesis Cavities
... The field of wave chaos has long fascinated both artists and scientists. Its popular breakthrough was probably due to E. F. F. Chladni [2][1]. In the 18th century he placed dust on glass plates and made them vibrate with their eigenfrequency. By doing this, the dust on the plates positioned itself a ...
... The field of wave chaos has long fascinated both artists and scientists. Its popular breakthrough was probably due to E. F. F. Chladni [2][1]. In the 18th century he placed dust on glass plates and made them vibrate with their eigenfrequency. By doing this, the dust on the plates positioned itself a ...
Macroscopic Quantum Effects in Biophysics and
... (elementary particles, atoms, molecules) and phenomena at small space-time scales; typically, quantum phenomena are manifested at dimensions smaller than 1 nm and time intervals shorter than 1 µs. However, from the very beginning of the quantum-mechanical founding the question of its universality wa ...
... (elementary particles, atoms, molecules) and phenomena at small space-time scales; typically, quantum phenomena are manifested at dimensions smaller than 1 nm and time intervals shorter than 1 µs. However, from the very beginning of the quantum-mechanical founding the question of its universality wa ...
