14-06-16_PLCQC - Columbia University
... • The state of a quantum bit in a 2-dimensional complex Hilbert space can be described by a unit vector (in Dirac notation) ...
... • The state of a quantum bit in a 2-dimensional complex Hilbert space can be described by a unit vector (in Dirac notation) ...
Duncan-Dunne-LINCS-2016-Interacting
... F_ + F_ each more closely resembling quantum theory than its predecessor. The first is simply the disjoint union of two non-interacting observables. The second requires that the observables be strongly complementary; this means their corresponding Frobenius algebras jointly form a Hopf algebra [13, ...
... F_ + F_ each more closely resembling quantum theory than its predecessor. The first is simply the disjoint union of two non-interacting observables. The second requires that the observables be strongly complementary; this means their corresponding Frobenius algebras jointly form a Hopf algebra [13, ...
Wellposedness of a nonlinear, logarithmic Schrödinger equation of
... Similar strategies were also recently developed in [16, 38], in the scope of derivative Schrödinger equations. Some wellposedness and stability properties were shown in [12, 13, 14] for a class of logarithmic Schrödinger equations, where the logarithmic nonlinearity was considered with opposite sign ...
... Similar strategies were also recently developed in [16, 38], in the scope of derivative Schrödinger equations. Some wellposedness and stability properties were shown in [12, 13, 14] for a class of logarithmic Schrödinger equations, where the logarithmic nonlinearity was considered with opposite sign ...
as a PDF
... component in several other unsolved problems such as how annihilation occurs, and the origins of asymmetrical baryogenesis. Part of the problem is that matter is poorly understood at the foundational level. We think that matter is made of particles, and we think they are only points with no internal ...
... component in several other unsolved problems such as how annihilation occurs, and the origins of asymmetrical baryogenesis. Part of the problem is that matter is poorly understood at the foundational level. We think that matter is made of particles, and we think they are only points with no internal ...
Quantum Weakest Preconditions - McGill School Of Computer Science
... a function, and composition of commands corresponds to functional composition. The flow is forwards through the program. This type of semantics is intended to give meaning to programs that have already been written. It is useful for guiding implementations of programming languages but is, perhaps, l ...
... a function, and composition of commands corresponds to functional composition. The flow is forwards through the program. This type of semantics is intended to give meaning to programs that have already been written. It is useful for guiding implementations of programming languages but is, perhaps, l ...
MORSELLI * Dark Matter Signals in the gamma
... electroweak vacuum is unstable if $M_{H} < 126 $ GeV, ($M_{H}$ is the mass of the Higgs particle). LHC discovery of the Higgs boson indicates that $M_{H} \simeq 125$ GeV. So the vacuum in our Universe may be unstable. the vacuum in our Universe may be unstable. We analyze properties of unstable vacu ...
... electroweak vacuum is unstable if $M_{H} < 126 $ GeV, ($M_{H}$ is the mass of the Higgs particle). LHC discovery of the Higgs boson indicates that $M_{H} \simeq 125$ GeV. So the vacuum in our Universe may be unstable. the vacuum in our Universe may be unstable. We analyze properties of unstable vacu ...
CHAPTER 15 - Quantum cryptography
... Figure 6: Electric and magnetic fields of a linearly polarized photon ...
... Figure 6: Electric and magnetic fields of a linearly polarized photon ...
Edge states and integer quantum Hall effect in topological insulator
... explore topological phases in quantum matter1,2. In the quantum Hall effect the longitudinal conductance vanishes while the Hall conductance σxy is quantized at ve2/h, where e is the elementary charge and h is the Planck constant. It is known that the integer v is the topological invariant of a quan ...
... explore topological phases in quantum matter1,2. In the quantum Hall effect the longitudinal conductance vanishes while the Hall conductance σxy is quantized at ve2/h, where e is the elementary charge and h is the Planck constant. It is known that the integer v is the topological invariant of a quan ...
View PDF - CiteSeerX
... is the norm. Rival programs may contribute elements to each other, and degenerating programs are sometimes revived. Although Kuhn did not specifically state that a particular science could contain only one paradigm at a given time, many drew that (Kuhnian) conclusion from his account (e.g. Schaffner ...
... is the norm. Rival programs may contribute elements to each other, and degenerating programs are sometimes revived. Although Kuhn did not specifically state that a particular science could contain only one paradigm at a given time, many drew that (Kuhnian) conclusion from his account (e.g. Schaffner ...
Pedestrian notes on quantum mechanics
... conversion of the physical interactions into real numbers. As regarding computers, there should be a continuous effort to study their rate of producing numbers which is not depending only on the used algorithm, and to have more involved definitions of computable numbers (so-called Turing Problem [5] ...
... conversion of the physical interactions into real numbers. As regarding computers, there should be a continuous effort to study their rate of producing numbers which is not depending only on the used algorithm, and to have more involved definitions of computable numbers (so-called Turing Problem [5] ...
NON-HERMITIAN QUANTUM MECHANICS by KATHERINE JONES
... wrong with Hermitian quantum mechanics– but if we can do non-Hermitian quantum mechanics then we must. That is a splendid concept but it is not going to convince your grant monitor. So is there any real reason to pursue non-Hermitian quantum mechanics? In what follows I hope to convince you that the ...
... wrong with Hermitian quantum mechanics– but if we can do non-Hermitian quantum mechanics then we must. That is a splendid concept but it is not going to convince your grant monitor. So is there any real reason to pursue non-Hermitian quantum mechanics? In what follows I hope to convince you that the ...
Superradiance, subradiance, and suppressed superradiance of
... lators, for two nearby emitters in free space driven by an electric field polarized in the z direction. For separation distances ∆x less than 50 nm the resonance frequency begins to shift considerably due to dynamic dipole-dipole coupling between the emitters. Because in free space the dyadic Green’ ...
... lators, for two nearby emitters in free space driven by an electric field polarized in the z direction. For separation distances ∆x less than 50 nm the resonance frequency begins to shift considerably due to dynamic dipole-dipole coupling between the emitters. Because in free space the dyadic Green’ ...
Chapter Four - Seeking Wisdom
... These contradictions notwithstanding, relativity and quantum mechanics have far more in common than either does with thermodynamics. The first two disciplines describe processes which are reversible using formalisms which do not distinguish a well defined arrow of time; the second describes irrevers ...
... These contradictions notwithstanding, relativity and quantum mechanics have far more in common than either does with thermodynamics. The first two disciplines describe processes which are reversible using formalisms which do not distinguish a well defined arrow of time; the second describes irrevers ...