Quantum Mechanics and Chaos Theory
... on the table and the consequent trajectory that the particle follows around the table. If the initial point is displaced and the shot now taken from this new initial point at the same angle as before, we see that the particle follows a new trajectory that remains a constant distance from the previou ...
... on the table and the consequent trajectory that the particle follows around the table. If the initial point is displaced and the shot now taken from this new initial point at the same angle as before, we see that the particle follows a new trajectory that remains a constant distance from the previou ...
The Quantum Hall Effect
... particles that roam around these systems carry a fraction of the charge of the electron, as if the electron has split itself into several pieces. Yet this occurs despite the fact that the electron is (and remains!) an indivisible constituent of matter. In fact, it is not just the charge of the elect ...
... particles that roam around these systems carry a fraction of the charge of the electron, as if the electron has split itself into several pieces. Yet this occurs despite the fact that the electron is (and remains!) an indivisible constituent of matter. In fact, it is not just the charge of the elect ...
The Quantum Century
... measured; and whether an object behaves as a particle or as a wave depends on how it is ...
... measured; and whether an object behaves as a particle or as a wave depends on how it is ...
wavefunction (63) obtained by applying Dirac`s factor
... The wave (23) satisfies Schrodinger's equation and is manifestly single-valued. In fact it is the exact solution of the problem originally obtained by Aharonovand Bohm (1959), who used a quite different procedure. When the flux is quantised, i.e. when a is an integer,(23)reduces simply to the incide ...
... The wave (23) satisfies Schrodinger's equation and is manifestly single-valued. In fact it is the exact solution of the problem originally obtained by Aharonovand Bohm (1959), who used a quite different procedure. When the flux is quantised, i.e. when a is an integer,(23)reduces simply to the incide ...
The metron model - Max-Planck
... In a previous four-part paper (Hasselmann,1996a,b,1997a,b, referred to in the following as H1,. . . , H4, see also Hasselman,1998) the metron concept of a general unified deterministic theory of fields and particles was developed. The present paper reports on recent numerical computations of some of ...
... In a previous four-part paper (Hasselmann,1996a,b,1997a,b, referred to in the following as H1,. . . , H4, see also Hasselman,1998) the metron concept of a general unified deterministic theory of fields and particles was developed. The present paper reports on recent numerical computations of some of ...
Informational axioms for quantum theory
... probability is determined only within a circuit of type I → I. The circuits become thus the tool to propagate the initial information, which is contained in the specification of the preparation-test. What is evolved from the input to the output of a circuit is thus information, rather than matter. I ...
... probability is determined only within a circuit of type I → I. The circuits become thus the tool to propagate the initial information, which is contained in the specification of the preparation-test. What is evolved from the input to the output of a circuit is thus information, rather than matter. I ...
Grof, Jung, and the Quantum Vacuum
... the course of over three decades, Grof suggests that the standard cartography of the human mind needs to be complemented with additional elements. To the standard "biographical-recollective" domain of the psyche we should add a "perinatal" and a "transpersonal" domain. The transpersonal domain, it a ...
... the course of over three decades, Grof suggests that the standard cartography of the human mind needs to be complemented with additional elements. To the standard "biographical-recollective" domain of the psyche we should add a "perinatal" and a "transpersonal" domain. The transpersonal domain, it a ...
Why quantum field theory?
... mechanical theory of a single particle and the special theory of relativity, that is, that the two are fundamentally incompatible. Then, we will discuss how quantum field theory can come to the rescue and resolve this conflict. The upshot is the statement that, if you want to use quantum mechanics a ...
... mechanical theory of a single particle and the special theory of relativity, that is, that the two are fundamentally incompatible. Then, we will discuss how quantum field theory can come to the rescue and resolve this conflict. The upshot is the statement that, if you want to use quantum mechanics a ...
Solving System of Linear Equations by Graphing
... Review slope, y-intercept, and the slope-intercept form of a linear equation. Be sure the student understands how to identify the slope and the y-intercept of the graph of a line from its equation written in slope-intercept form. Then model how to graph linear equations using the y-intercept and slo ...
... Review slope, y-intercept, and the slope-intercept form of a linear equation. Be sure the student understands how to identify the slope and the y-intercept of the graph of a line from its equation written in slope-intercept form. Then model how to graph linear equations using the y-intercept and slo ...
1 GAUGE GRAVITY AND THE UNIFICATION OF NATURAL
... of the electric or the magnetic field is removed as well. The Minkowskian unification of space and time into a 4-dimensional spacetime may be regard as another example. Note that the same does not happen in the energy conservation case: there does not appear to be any way in which we can view differ ...
... of the electric or the magnetic field is removed as well. The Minkowskian unification of space and time into a 4-dimensional spacetime may be regard as another example. Note that the same does not happen in the energy conservation case: there does not appear to be any way in which we can view differ ...
Chern-Simons Inflation and Baryogenesis?
... Many fine tunings with scalar field inflation. Difficult to make contact with nature. Difficult to differentiate between ...
... Many fine tunings with scalar field inflation. Difficult to make contact with nature. Difficult to differentiate between ...
Quantum Galactic Dynamics - The fine structure constant
... derived using Schrödinger quantum theory in much the same way as it was used in developing the theory of atomic structure. The theoretical structure to be developed in this papers is a hybrid formulation involving three fundamental theoretical facets, general relativity, Schrödinger quantum mechan ...
... derived using Schrödinger quantum theory in much the same way as it was used in developing the theory of atomic structure. The theoretical structure to be developed in this papers is a hybrid formulation involving three fundamental theoretical facets, general relativity, Schrödinger quantum mechan ...
One-loop divergencies in the theory of gravitation
... we will rederive several equations that can be found in his work. It may be noted that he also arrives at the conclusion that for pure gravitation the counterterms for one closed loop are of the form R2 or this really follows from invariance considerations and an identity derived by him. This lattef ...
... we will rederive several equations that can be found in his work. It may be noted that he also arrives at the conclusion that for pure gravitation the counterterms for one closed loop are of the form R2 or this really follows from invariance considerations and an identity derived by him. This lattef ...
gauge-like variables for ordered media containing defects - HAL
... Generally, for topological defects of dimensionality (d - r - 1) associated with a non trivial 77~, one should introduce (r + I)-forms F which are closed (conservation laws dF 0), defined everywhere (in a macroscopic limit) and which derive from gauge fields A (r-forms). For instance, for point defe ...
... Generally, for topological defects of dimensionality (d - r - 1) associated with a non trivial 77~, one should introduce (r + I)-forms F which are closed (conservation laws dF 0), defined everywhere (in a macroscopic limit) and which derive from gauge fields A (r-forms). For instance, for point defe ...
a project report - India Study Channel
... wave functions are orthogonal, it means that they represent two mutually exclusive physical states. We state this in quantum mechanics by taking the inner product, or the integral of the two wave quality means that the two "vector spaces" which are being described by the wave functions are not linea ...
... wave functions are orthogonal, it means that they represent two mutually exclusive physical states. We state this in quantum mechanics by taking the inner product, or the integral of the two wave quality means that the two "vector spaces" which are being described by the wave functions are not linea ...
Logic, Geometry And Probability Theory - Philsci
... On the other hand, lattice theory is deeply connected to geometry: projective geometry can be described in terms of lattices and related also to vector spaces [22]. As an example, any vector space has associated a projective geometry and a lattice of subspaces. In particular, projection operators o ...
... On the other hand, lattice theory is deeply connected to geometry: projective geometry can be described in terms of lattices and related also to vector spaces [22]. As an example, any vector space has associated a projective geometry and a lattice of subspaces. In particular, projection operators o ...