Resource cost results for one-way entanglement
... by LOCC in the limit of large number of outputs. The optimal entanglement gain was determined in Ref. 12, where a connection to secret key distillation from bipartite quantum states was exhausted. However, these results were shown under strong idealizations of the sources. It was assumed that the so ...
... by LOCC in the limit of large number of outputs. The optimal entanglement gain was determined in Ref. 12, where a connection to secret key distillation from bipartite quantum states was exhausted. However, these results were shown under strong idealizations of the sources. It was assumed that the so ...
Braunstein
... processing is not yet well understood. For pure states unbounded amounts of entanglement are a rough measure of the complexity of the underlying quantum state. However, there are exceptions … For mixed states, even the unentangled state description is already complex. Nonetheless, entanglement seems ...
... processing is not yet well understood. For pure states unbounded amounts of entanglement are a rough measure of the complexity of the underlying quantum state. However, there are exceptions … For mixed states, even the unentangled state description is already complex. Nonetheless, entanglement seems ...
Picture - Weebly
... results over many years has in some cases left places in the big picture where there are no dots, because there is no data. This book, based on lectures already given to groups of doctors and healers, is about the development of ideas in science that were prompted by initial observations that had no ...
... results over many years has in some cases left places in the big picture where there are no dots, because there is no data. This book, based on lectures already given to groups of doctors and healers, is about the development of ideas in science that were prompted by initial observations that had no ...
Circuit Quantum Electrodynamics with Transmon Qubits in
... I want to thank Dr. Enrique Rico for his support during the whole year. Coming from an engineering background, I had to settle many basic ideas in physics and he has happily helped me to understand many of them. It has been a pleasure to work with him and I hope we can team up again in future projec ...
... I want to thank Dr. Enrique Rico for his support during the whole year. Coming from an engineering background, I had to settle many basic ideas in physics and he has happily helped me to understand many of them. It has been a pleasure to work with him and I hope we can team up again in future projec ...
Programmable architecture for quantum computing Jialin Chen, Lingli Wang, Edoardo Charbon,
... [13]. The main idea behind these models is to use two or more different types of quantum models or systems to perform calculations simultaneously. In other words, HQCM combines elements of both QC and MBQC models while ABC uses a flying ancilla qubit that mediates between fixed qubits. In fact, the ...
... [13]. The main idea behind these models is to use two or more different types of quantum models or systems to perform calculations simultaneously. In other words, HQCM combines elements of both QC and MBQC models while ABC uses a flying ancilla qubit that mediates between fixed qubits. In fact, the ...
- Philsci-Archive
... A useful starting point is to try to think of philosophy of quantum probability as a subfield of philosophy of probability. Within this field Lyon (2010) distinguishes two central questions. The first concerns the interpretation of probability and the second the formalism of probability. The interpr ...
... A useful starting point is to try to think of philosophy of quantum probability as a subfield of philosophy of probability. Within this field Lyon (2010) distinguishes two central questions. The first concerns the interpretation of probability and the second the formalism of probability. The interpr ...
Quantum simulation of disordered systems with cold atoms
... (3D), the model predicts the existence of a second-order quantum phase transition between delocalized (“metal”) and localized (“insulator”) phases, known as the Anderson metal-insulator transition, which is the main subject of the present work. The kicked rotor is a paradigm of Hamiltonian classical ...
... (3D), the model predicts the existence of a second-order quantum phase transition between delocalized (“metal”) and localized (“insulator”) phases, known as the Anderson metal-insulator transition, which is the main subject of the present work. The kicked rotor is a paradigm of Hamiltonian classical ...
The Tenth Rochester Conferences on Coherence Quantum Information and Measurement
... paper treats the problem of one-atom interacting with one cavity mode with two alternative theories: quantum electrodynamics and semiclassical theory, and compares the predictions. The semiclassical theory was later extended to treat a single atom in free space interacting with a classical field inc ...
... paper treats the problem of one-atom interacting with one cavity mode with two alternative theories: quantum electrodynamics and semiclassical theory, and compares the predictions. The semiclassical theory was later extended to treat a single atom in free space interacting with a classical field inc ...
Embedding Quantum Simulators Roberto Di Candia
... In this Thesis, we develop several algorithms, which are able to catch relevant properties of the simulated quantum model. The proposed protocols follow a new concept named embedding quantum simulator, in which the simulated Schrödinger equation is mapped onto an enlarged Hilbert space in a nontriv ...
... In this Thesis, we develop several algorithms, which are able to catch relevant properties of the simulated quantum model. The proposed protocols follow a new concept named embedding quantum simulator, in which the simulated Schrödinger equation is mapped onto an enlarged Hilbert space in a nontriv ...
Quantum Mechanics for Pedestrians 1: Fundamentals
... information storage and retrieval, electronic adaptation, computer software, or by similar or dissimilar methodology now known or hereafter developed. Exempted from this legal reservation are brief excerpts in connection with reviews or scholarly analysis or material supplied specifically for the pu ...
... information storage and retrieval, electronic adaptation, computer software, or by similar or dissimilar methodology now known or hereafter developed. Exempted from this legal reservation are brief excerpts in connection with reviews or scholarly analysis or material supplied specifically for the pu ...
Quantum Computation: Theory and Implementation
... in Partial Fulfillment of the Requirements for the Degree of Bachelor of Science in Physics and to the Department of Electrical Engineering and Computer Science in Partial Fulfillment of the Requirements for the Degrees of Bachelor of Science in Electrical Engineering and Computer Science and Master ...
... in Partial Fulfillment of the Requirements for the Degree of Bachelor of Science in Physics and to the Department of Electrical Engineering and Computer Science in Partial Fulfillment of the Requirements for the Degrees of Bachelor of Science in Electrical Engineering and Computer Science and Master ...
Colloquium: Multiparticle quantum superpositions and the quantum
... mechanics on the set of realizable physical transformations available to the state of any quantum system. The common denominator of these bounds is that all realizable transformations have to be represented by completely positive maps, which in turn impose a constraint on the fidelity, i.e., the qua ...
... mechanics on the set of realizable physical transformations available to the state of any quantum system. The common denominator of these bounds is that all realizable transformations have to be represented by completely positive maps, which in turn impose a constraint on the fidelity, i.e., the qua ...
Quantum Computational Complexity - Cheriton School of Computer
... The inherent difficulty, or hardness, of computational problems is a fundamental concept in computational complexity theory. Hardness is typically formalized in terms of the resources required by different models of computation to solve a given problem, such as the number of steps of a deterministic ...
... The inherent difficulty, or hardness, of computational problems is a fundamental concept in computational complexity theory. Hardness is typically formalized in terms of the resources required by different models of computation to solve a given problem, such as the number of steps of a deterministic ...
CDM article on quantum chaos - Department of Mathematics
... geometry. Given the large amount of work on matrix elements hAϕj , ϕj i, it is natural for geometric or PDE analysts to ask how one can use such matrix elements to study classical problems on eigenfunctions such as growth and distributions of zeros and critical points. One of our themes is that for ...
... geometry. Given the large amount of work on matrix elements hAϕj , ϕj i, it is natural for geometric or PDE analysts to ask how one can use such matrix elements to study classical problems on eigenfunctions such as growth and distributions of zeros and critical points. One of our themes is that for ...
3 Scattering theory
... using integral expressions instead of sets of coupled differential equations. We end the chapter by showing in section 3.4 how the Pauli Principle requires us to describe sets identical particles, and by showing in section 3.5 how Maxwell’s equations for electromagnetic field may, in the one-photon ...
... using integral expressions instead of sets of coupled differential equations. We end the chapter by showing in section 3.4 how the Pauli Principle requires us to describe sets identical particles, and by showing in section 3.5 how Maxwell’s equations for electromagnetic field may, in the one-photon ...
