Reductionism and Emergence: Implications for the Science/theology
... The nature of spacetime in both special and general relativity has lead some to a view that the passage of time is an illusion. Given data at an arbitrary time, it is claimed that everything occurring at any later or earlier time can be uniquely determined from that data. Time reversible Hamiltonian ...
... The nature of spacetime in both special and general relativity has lead some to a view that the passage of time is an illusion. Given data at an arbitrary time, it is claimed that everything occurring at any later or earlier time can be uniquely determined from that data. Time reversible Hamiltonian ...
Quantum Transport Theory in Heterostructure Devices
... A general feature of electron devices is that they are of use only when connected to a circuit, and to be so connected any device must possess at least two terminals, contacts, or leads. As a consequence, every device is a open system with respect to electron flow [5]. This is the overriding fact tha ...
... A general feature of electron devices is that they are of use only when connected to a circuit, and to be so connected any device must possess at least two terminals, contacts, or leads. As a consequence, every device is a open system with respect to electron flow [5]. This is the overriding fact tha ...
Wave Operators for Classical Particle Scattering
... classical central two-body scattering [15] in terms of scattering angle as a function of impact parameter. In the central case, S: jR 6 -»JR 6 will be rotationally invariant; thus S: (α,fe)->(
... classical central two-body scattering [15] in terms of scattering angle as a function of impact parameter. In the central case, S: jR 6 -»JR 6 will be rotationally invariant; thus S: (α,fe)->(
On magnetic-field-induced electromagnetic superconductivity of
... and make the vacuum (super)conducting. B. Reduction to 1+1 dimensions? Yes, we have this phenomenon: in a very strong magnetic field the dynamics of electrically charged particles (quarks, in our case) becomes effectively one-dimensional, because the particles tend to move along the magnetic field o ...
... and make the vacuum (super)conducting. B. Reduction to 1+1 dimensions? Yes, we have this phenomenon: in a very strong magnetic field the dynamics of electrically charged particles (quarks, in our case) becomes effectively one-dimensional, because the particles tend to move along the magnetic field o ...
PPT - ICRA
... 1- The requirement of beta decay equilibrium appears to be necessary for obtaining from first principles the phenomenological relations between A and Np adopted in superheavy nuclei. 2-The Thomas-Fermi equation is a good example of the possibility that collective effects of relativistic quantum stat ...
... 1- The requirement of beta decay equilibrium appears to be necessary for obtaining from first principles the phenomenological relations between A and Np adopted in superheavy nuclei. 2-The Thomas-Fermi equation is a good example of the possibility that collective effects of relativistic quantum stat ...
classical simulation of restricted quantum computations
... solve all instances of this problem. However, given any Boolean formula and a value for each variable in the formula, we can efficiently interpret whether the formula is satisfied or not. This means that the problem is not known to be in P, but it is in NP. It is clear that if a Turing machine can s ...
... solve all instances of this problem. However, given any Boolean formula and a value for each variable in the formula, we can efficiently interpret whether the formula is satisfied or not. This means that the problem is not known to be in P, but it is in NP. It is clear that if a Turing machine can s ...
= ∫ ∫ - at www.arxiv.org.
... no-go (no-hidden- variables) theorem by John Bell is based on a locality requirement [42], which is absent in [40]. The locality requirement is a decisive factor of the no-go theorem [42]. John Bell pointed out the hidden variable interpretation of David Bohm [44] as example of a non-local theory re ...
... no-go (no-hidden- variables) theorem by John Bell is based on a locality requirement [42], which is absent in [40]. The locality requirement is a decisive factor of the no-go theorem [42]. John Bell pointed out the hidden variable interpretation of David Bohm [44] as example of a non-local theory re ...
QUANTUM PHENOMENA IN THE BIOLOGICAL
... Crowther (9) has also discussed the statistical consequences of the discreteness of X-ray absorptions. He applies the formulas to some of his own observations on the killing of Colpidium Colpoda by X-rays. The survival curves for these are quite different in form, having a long period of raying with ...
... Crowther (9) has also discussed the statistical consequences of the discreteness of X-ray absorptions. He applies the formulas to some of his own observations on the killing of Colpidium Colpoda by X-rays. The survival curves for these are quite different in form, having a long period of raying with ...
0321813545_07_final
... Misconceptions and Pitfalls Electron interference patterns occur even when the electrons go through the double slits singly and cannot interact with each other. Students have a hard time visualizing what the wavelength of a particle means. Students are misled by the probabilistic nature of q ...
... Misconceptions and Pitfalls Electron interference patterns occur even when the electrons go through the double slits singly and cannot interact with each other. Students have a hard time visualizing what the wavelength of a particle means. Students are misled by the probabilistic nature of q ...
RTF format - Huw Price
... polarisers can be accommodated within this general picture, but I want to show that this is not so. If there is an asymmetry in microphysics of this kind, it cannot be accorded the status of a (locally) factlike product of boundary conditions. This is because, unlike in the thermodynamic case, there ...
... polarisers can be accommodated within this general picture, but I want to show that this is not so. If there is an asymmetry in microphysics of this kind, it cannot be accorded the status of a (locally) factlike product of boundary conditions. This is because, unlike in the thermodynamic case, there ...
Hydrogen Atom.
... Applications of group theory in physics start with two very important princples. These are Galileo’s Principle of Relativity (of observers) and Einstein’s Principle of Equivalence (of states). We show how these principles are used to establish the standard framework for the application of geometric ...
... Applications of group theory in physics start with two very important princples. These are Galileo’s Principle of Relativity (of observers) and Einstein’s Principle of Equivalence (of states). We show how these principles are used to establish the standard framework for the application of geometric ...
Quantum annealing with manufactured spins
... dependence of P" for td < 0 are shown in the inset of Fig. 3a. Because this probability has a strong T dependence for td , tfreeze, its measurement provides us with an independent check on the effective temperature of the spin system in this regime. Moreover, because the probability does not saturat ...
... dependence of P" for td < 0 are shown in the inset of Fig. 3a. Because this probability has a strong T dependence for td , tfreeze, its measurement provides us with an independent check on the effective temperature of the spin system in this regime. Moreover, because the probability does not saturat ...
AAAI Proceedings Template
... the subspace defined by the states that are assigned to category k. Define 1 as a (2m+1) row vector with all entries equal to one. Then the desired probability equals the sum of the elements in the projection: Pr[R(tf) = k] = 1MkP(tf) . ...
... the subspace defined by the states that are assigned to category k. Define 1 as a (2m+1) row vector with all entries equal to one. Then the desired probability equals the sum of the elements in the projection: Pr[R(tf) = k] = 1MkP(tf) . ...
The magnehydrogen in hadronic chemistry
... formulating a new mathematics (hereon referred to as Santilli’s Mathematics) that streamlined various branches of physics including quantum mechanics. To remove these fallacies Santilli has formulated new mathematics and hadronic mechanics. Hadronic mechanics is characterized by novel iso-, geno- an ...
... formulating a new mathematics (hereon referred to as Santilli’s Mathematics) that streamlined various branches of physics including quantum mechanics. To remove these fallacies Santilli has formulated new mathematics and hadronic mechanics. Hadronic mechanics is characterized by novel iso-, geno- an ...
Quantum Theory
... Atomic Orbitals can have the same shape but different orientation around the nucleus. The magnetic quantum number, symbolized by “m”, indicates the orientation of the orbital around the nucleus. Because the s orbital is spherical and is centered around the nucleus, it has only one possible orientati ...
... Atomic Orbitals can have the same shape but different orientation around the nucleus. The magnetic quantum number, symbolized by “m”, indicates the orientation of the orbital around the nucleus. Because the s orbital is spherical and is centered around the nucleus, it has only one possible orientati ...
Quantum information processing with atoms and ions
... responsible for the existence of a discrete energy level structure in each ion. Each qubit can be stored in two of those internal levels, which we will denote by |0> and |1>. These levels have to be very long-lived, such that they are not disturbed during the computation. This can be achieved, for e ...
... responsible for the existence of a discrete energy level structure in each ion. Each qubit can be stored in two of those internal levels, which we will denote by |0> and |1>. These levels have to be very long-lived, such that they are not disturbed during the computation. This can be achieved, for e ...