Slides
... We trust quantum over classical coin tossing because one can never rule out an insider attack on classical coin tossing, whereas an insider attack on a quantum coin toss based on a pure state is inconsistent with the beliefs that led to the pure-state assignment. ...
... We trust quantum over classical coin tossing because one can never rule out an insider attack on classical coin tossing, whereas an insider attack on a quantum coin toss based on a pure state is inconsistent with the beliefs that led to the pure-state assignment. ...
Black-hole/near-horizon-CFT duality and 4 dimensional classical
... black hole, the authors showed the energy momentum tensor of the non-local effective action to contain the Hawking Flux. Other closely related approaches for scalar fields and two dimensional theories include [10, 11, 12, 13, 14]. The general idea follows from studying the effective action of the fu ...
... black hole, the authors showed the energy momentum tensor of the non-local effective action to contain the Hawking Flux. Other closely related approaches for scalar fields and two dimensional theories include [10, 11, 12, 13, 14]. The general idea follows from studying the effective action of the fu ...
Can many-valued logic help to comprehend quantum phenomena?
... Definition 2. Two propositions p, q such that p u q ≡ F will be called exclusive. Let us note that since we are in the realm of many-valued logic, exclusiveness of two propositions does not necessarily mean that at least one of them is certainly false. It is straightforward to check that p u q ≡ F m ...
... Definition 2. Two propositions p, q such that p u q ≡ F will be called exclusive. Let us note that since we are in the realm of many-valued logic, exclusiveness of two propositions does not necessarily mean that at least one of them is certainly false. It is straightforward to check that p u q ≡ F m ...
A dipole in an external electric field.
... Electric Dipole in an External Electric Field An electric dipole consists of two charges +q and -q, equal in magnitude but opposite in sign, separated by a fixed distance d. q is the “charge on the dipole.” Earlier, I calculated the electric field along the perpendicular bisector of a dipole (this ...
... Electric Dipole in an External Electric Field An electric dipole consists of two charges +q and -q, equal in magnitude but opposite in sign, separated by a fixed distance d. q is the “charge on the dipole.” Earlier, I calculated the electric field along the perpendicular bisector of a dipole (this ...
Quantum Yang-Mills Theory
... spacetime obeying certain axioms. The quantum fields act in a Hilbert space H that furnishes a positive energy representation of the Poincaré group (or inhomogeneous Lorentz group). Among other things, we require that H contains a vacuum vector Ω, namely a unit vector that is invariant under the rep ...
... spacetime obeying certain axioms. The quantum fields act in a Hilbert space H that furnishes a positive energy representation of the Poincaré group (or inhomogeneous Lorentz group). Among other things, we require that H contains a vacuum vector Ω, namely a unit vector that is invariant under the rep ...
Density of States - Time-Dependent Quantum Mechanics and
... The Density of States When describing very large systems in which an exact treatment of all particles is impractical or undesirable, we often statistically treat the influence of these many degrees of freedom, and call them a bath. In this limit, an important quantity is the density of states, g(E) ...
... The Density of States When describing very large systems in which an exact treatment of all particles is impractical or undesirable, we often statistically treat the influence of these many degrees of freedom, and call them a bath. In this limit, an important quantity is the density of states, g(E) ...
Solutions4
... Picture the Problem A charged particle placed in an electric field experiences an accelerating force that does work on the particle. From the work-kinetic energy theorem we know that the work done on the particle by the net force changes its kinetic energy and that the kinetic energy K acquired by s ...
... Picture the Problem A charged particle placed in an electric field experiences an accelerating force that does work on the particle. From the work-kinetic energy theorem we know that the work done on the particle by the net force changes its kinetic energy and that the kinetic energy K acquired by s ...
A Functional Architecture for Scalable Quantum Computing
... show the pulse shape of the fluxonium qubit and the phase accumulated by |11i state. For these parameters, the √ CPhase gate fidelity is 99.97% with a gate time t CPhase = π/ 2g = 70.7 ns. IV. Fig. 5. Eigenfrequencies of the transmon-fluxonium coupled system showing avoided crossing between differen ...
... show the pulse shape of the fluxonium qubit and the phase accumulated by |11i state. For these parameters, the √ CPhase gate fidelity is 99.97% with a gate time t CPhase = π/ 2g = 70.7 ns. IV. Fig. 5. Eigenfrequencies of the transmon-fluxonium coupled system showing avoided crossing between differen ...
Structure of Atom Easy Notes
... Reason: Classical mechanics ignores the concept of dual behaviour of matter especially for subatomic particles and the Heisenberg’s uncertainty principle. ...
... Reason: Classical mechanics ignores the concept of dual behaviour of matter especially for subatomic particles and the Heisenberg’s uncertainty principle. ...
