Janiszewski_washington_0250E_13369
... hence large energy. T-duality shows that these two mathematical descriptions have the same physical energy spectrum. Although this example of T-duality for a classical string is illustrative, it may appear trivial. Fortunately, at the level of quantum superstring theory T-duality is still present an ...
... hence large energy. T-duality shows that these two mathematical descriptions have the same physical energy spectrum. Although this example of T-duality for a classical string is illustrative, it may appear trivial. Fortunately, at the level of quantum superstring theory T-duality is still present an ...
A Classical-Light Attack on Energy-Time Entangled Quantum Key Distribution, and Countermeasures
... to Herodotus, the deception was so effective that it fooled not only the Persian customs, but almost the recipient as well. This method of Demeratus’, disguising a message where nobody would look, is called steganography. Not to be confused with the handwriting technique of stenography, there are nu ...
... to Herodotus, the deception was so effective that it fooled not only the Persian customs, but almost the recipient as well. This method of Demeratus’, disguising a message where nobody would look, is called steganography. Not to be confused with the handwriting technique of stenography, there are nu ...
International Journal of Mathematics, Game Theory and Algebra
... more precise, let W be a set of weights consisting of a finite number of vectors in Rn . It is clear that if w varies only in W , the set M (σ) can not be dense in the topology of uniform convergence on all compacta. The problem here is in the determination of boundaries of efficacy of the model. Ov ...
... more precise, let W be a set of weights consisting of a finite number of vectors in Rn . It is clear that if w varies only in W , the set M (σ) can not be dense in the topology of uniform convergence on all compacta. The problem here is in the determination of boundaries of efficacy of the model. Ov ...
Does a Relativistic Theory Always Have a Non
... theory. It is the so-called “magnetic limit” (see below) which involves transformations of the potentials under boosts that appear in the Galilean covariant version of both classical and quantum mechanics. Both limits correspond to static theories, in which, analogously to the Newtonian gravitationa ...
... theory. It is the so-called “magnetic limit” (see below) which involves transformations of the potentials under boosts that appear in the Galilean covariant version of both classical and quantum mechanics. Both limits correspond to static theories, in which, analogously to the Newtonian gravitationa ...
Electrogravitic References
... The author has tested a setup by pulsing strong currents (opposite and equal) through multiple parallel conductors. The configuration of the conductors in this type of experiment will cancel the B-fields while still producing an EM field in accordance with Eq. 4.2. This is similar to an experiment b ...
... The author has tested a setup by pulsing strong currents (opposite and equal) through multiple parallel conductors. The configuration of the conductors in this type of experiment will cancel the B-fields while still producing an EM field in accordance with Eq. 4.2. This is similar to an experiment b ...
ElectroGravitics_01
... The author has tested a setup by pulsing strong currents (opposite and equal) through multiple parallel conductors. The configuration of the conductors in this type of experiment will cancel the B-fields while still producing an EM field in accordance with Eq. 4.2. This is similar to an experiment b ...
... The author has tested a setup by pulsing strong currents (opposite and equal) through multiple parallel conductors. The configuration of the conductors in this type of experiment will cancel the B-fields while still producing an EM field in accordance with Eq. 4.2. This is similar to an experiment b ...
What is matter? The fundamental ontology of atomism and structural
... admits only the quantum state of the universe in its ontology (as represented by the universal wave function); this state always undergoes a linear evolution (as represented e.g. by the Schrödinger equation) (see Wallace (2012) for the most detailed contemporary account). However, although it is a ...
... admits only the quantum state of the universe in its ontology (as represented by the universal wave function); this state always undergoes a linear evolution (as represented e.g. by the Schrödinger equation) (see Wallace (2012) for the most detailed contemporary account). However, although it is a ...
View/Open
... can be roughly separated into continuum models,19 where the molecular environment is described by a structureless dielectric medium, and hybrid quantum mechanics/molecular mechanics (QM/MM) models,20,21 where the explicit molecular structure of the environment is retained. The effects from the envir ...
... can be roughly separated into continuum models,19 where the molecular environment is described by a structureless dielectric medium, and hybrid quantum mechanics/molecular mechanics (QM/MM) models,20,21 where the explicit molecular structure of the environment is retained. The effects from the envir ...
Maximal Newton polygons via the quantum Bruhat graph
... Completely independently, physicists working in the field of superstring theory in the early 1990s observed that certain algebraic varieties seemed to present natural vacuum solutions to superstring equations, and thus developed a theory of quantum cohomology; see [Wit95]. Using the notion of mirror ...
... Completely independently, physicists working in the field of superstring theory in the early 1990s observed that certain algebraic varieties seemed to present natural vacuum solutions to superstring equations, and thus developed a theory of quantum cohomology; see [Wit95]. Using the notion of mirror ...