- 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 ...
Berry Phase Effects on Electronic Properties
... fields is studied. We show that the Berry phase not only affects the equations of motion, but also modifies the electron density of states in the phase space, which can be changed by applying a magnetic field. The formula of orbital magnetization is rederived using the modified density of states. We ...
... fields is studied. We show that the Berry phase not only affects the equations of motion, but also modifies the electron density of states in the phase space, which can be changed by applying a magnetic field. The formula of orbital magnetization is rederived using the modified density of states. We ...
Ph410 Physics of Quantum Computation1
... (reversing) the program once the answer was obtained. The notion that computation could be performed by a reversible process was initially considered to be counterintuitive – and impractical. However, this idea was of great conceptual importance because it opened the door to quantum computation, bas ...
... (reversing) the program once the answer was obtained. The notion that computation could be performed by a reversible process was initially considered to be counterintuitive – and impractical. However, this idea was of great conceptual importance because it opened the door to quantum computation, bas ...
Theory of Many-Particle Systems
... frequencies. The imaginary time formalism is usually not used for time-dependent Hamiltonians: it would be awkward to specify how a certain time dependence Ĥ(t) translates into imaginary time! You can see why imaginary times can be useful from the following observation: A thermal average brings abo ...
... frequencies. The imaginary time formalism is usually not used for time-dependent Hamiltonians: it would be awkward to specify how a certain time dependence Ĥ(t) translates into imaginary time! You can see why imaginary times can be useful from the following observation: A thermal average brings abo ...
Extending coherent state transforms to Clifford analysis
... of unitary integral transforms on L 2(G, dx), where dx is a Haar measure, to spaces of holomorphic functions on GC which are L 2 with respect to an appropriate measure. These are known as coherent state transforms (CSTs) or generalized Segal–Bargmann transforms. These transforms were extended to gro ...
... of unitary integral transforms on L 2(G, dx), where dx is a Haar measure, to spaces of holomorphic functions on GC which are L 2 with respect to an appropriate measure. These are known as coherent state transforms (CSTs) or generalized Segal–Bargmann transforms. These transforms were extended to gro ...
Quantum Physics of Nature QuPoN 2015 Book of Abstracts
... and question our notions of space, time, reality and information. It is therefore intriguing to ask for possible experimental limits of the superposition principle. In this talk I will sketch an experimental journey through time and Hilbert space that explores the waveparticle duality of complex thi ...
... and question our notions of space, time, reality and information. It is therefore intriguing to ask for possible experimental limits of the superposition principle. In this talk I will sketch an experimental journey through time and Hilbert space that explores the waveparticle duality of complex thi ...
Veljko A. Vujicic PREPRINCIPLES OF MECHANICS
... The preprinciples are the basic starting point in the theory of mechanics which is here understood as one of the sciences about nature, instead of an abstract mathematical theory with no determined interpretation. Before proceeding to discussing mechanics, it should be stated that the preprinciples, ...
... The preprinciples are the basic starting point in the theory of mechanics which is here understood as one of the sciences about nature, instead of an abstract mathematical theory with no determined interpretation. Before proceeding to discussing mechanics, it should be stated that the preprinciples, ...
Two Qubits Tavis-Cummings Model Beyond the Rotating Wave
... where Qjm;j ′ m′ = hj, m|Q̂|j ′ , m′ i. Evolving ρ̂(0) in time, we get: ρ̂(t) = e−iĤ0 t/~ ρ̂(0)eiĤ0 t/~ , ...
... where Qjm;j ′ m′ = hj, m|Q̂|j ′ , m′ i. Evolving ρ̂(0) in time, we get: ρ̂(t) = e−iĤ0 t/~ ρ̂(0)eiĤ0 t/~ , ...
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Public Keys and Private Keys Quantum Cryptography
... Quantum cryptography and classical cryptography essentially deal with the same tasks, such as, just to mention a few, private communication, message authentication, zero knowledge proofs etc. The big difference is that the communication is done using qubits instead of classical bits. Due to the basi ...
... Quantum cryptography and classical cryptography essentially deal with the same tasks, such as, just to mention a few, private communication, message authentication, zero knowledge proofs etc. The big difference is that the communication is done using qubits instead of classical bits. Due to the basi ...
Research Proposal for a Quantum Computer Programming
... classical world, given the state of a system and the forces acting upon it we can predict with certainty its future state. For example, if one throws a ball up into the air with a certain amount of force, one can predict how long it will take to fall back to Earth. In this view of the world things a ...
... classical world, given the state of a system and the forces acting upon it we can predict with certainty its future state. For example, if one throws a ball up into the air with a certain amount of force, one can predict how long it will take to fall back to Earth. In this view of the world things a ...
Quantum nonlocality
... •Leibniz: “there are never in nature two exactly similar entities in which one cannot find an internal difference” We all know that two electrons exhibit no internal differences. •In classical physics one can try to “individuate” absolutely identical objects by considering their locations in space a ...
... •Leibniz: “there are never in nature two exactly similar entities in which one cannot find an internal difference” We all know that two electrons exhibit no internal differences. •In classical physics one can try to “individuate” absolutely identical objects by considering their locations in space a ...
Abstract Experiments demonstrating entanglement swapping have
... a phenomenon in which a change in intrinsic properties of one system induces a change in the intrinsic properties of a distant system without there being a process that carries this influence contiguously in space and time. (Berkovitz 2016).4 To account for entanglement swapping in the manner above, ...
... a phenomenon in which a change in intrinsic properties of one system induces a change in the intrinsic properties of a distant system without there being a process that carries this influence contiguously in space and time. (Berkovitz 2016).4 To account for entanglement swapping in the manner above, ...
