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Twisted Equivariant Matter - Rutgers Physics
Twisted Equivariant Matter - Rutgers Physics

17 Is Quantum Gravity Necessary?
17 Is Quantum Gravity Necessary?

... hadn’t been performed. They propose to remedy this lack of experimental evidence against semiclassical gravity by performing a concrete test of the theory. Their test is essentially a classical test of the gravitational response of a torsion balance to the presence of macroscopic masses. The quantum ...
The Evolution of Quantum Field Theory, From QED to Grand
The Evolution of Quantum Field Theory, From QED to Grand

7. BH thermodynamics. A step towards quantum gravity?
7. BH thermodynamics. A step towards quantum gravity?

... dimension ST works in 10 or 11 dimensions but claime to be able to describe all four fundamental forces in one unified theory with nearly very few free parameter to be fixed by experiments. However to regain the 4-dimensional space-time of our empirical world the “extra dimensions” must be compacti ...
Basis Sets - unix.eng.ua.edu
Basis Sets - unix.eng.ua.edu

Quantum Field Theory
Quantum Field Theory

... In the case of the hydrogen atom the effect of taking into account the lowest order quantum field theory correction is a splitting in the degenerate doublets of the solution to the Dirac equation: states with different orbital angular momentum coupling to the same value of j. At the second level the ...
Space-time description of squeezing
Space-time description of squeezing

... Our description of squeezed states may certainly be criticized as an exercise in elementary quantum field theory that does not lead to any progress in our understanding of the physics of these phenomena. To defend ourselves against such criticism, we would like to point out that the description of s ...
Reza Madjidzadeh, Quantum Conception of Economic Change
Reza Madjidzadeh, Quantum Conception of Economic Change

... rather than action and praxis. We treat people as material. We abstract socioeconomic reality from time and space dimensions. We decompose that into separated components. Hence the whole socio-economic system would realize as the simple summation of the numbers (individuals). There is an explicit as ...
Non-linear gates enabling universal quantum computation
Non-linear gates enabling universal quantum computation

... In the above described endeavour, non-linear quantum systems are crucial. Given that, as said above, experimental research has recently seen impressive developments in terms of scalability, accessing to non-linearities would be the next big step. The reason is that non-linearities are necessary for ...
PT -Symmetric Models in Classical and Quantum Mechanics
PT -Symmetric Models in Classical and Quantum Mechanics

On coloring the rational quantum sphere
On coloring the rational quantum sphere

... Due to the density of points colored with any single color, any such coloring is non-continuous in the sense that between any two points of equal color there is a point (indeed, an infinity thereof) of different color. Let us then assume that any such value-definiteness might apply also to non-local ...
symmetry properties of sasakian space forms
symmetry properties of sasakian space forms

... Kählerian manifolds [10]. For dimension 4 Olszak gave an example of non semisymmetric pseudo-symmetric Kählerian manifold [11]. In contrast however there do exist pseudo-symmetric Sasakian manifolds which are not semi-symmetric. In the present paper, we investigate the pseudo-symmetry of Sasakian ...
High Energy Cross Sections by Monte Carlo
High Energy Cross Sections by Monte Carlo

... Compton derived these formulas simply by using relativistic kinematics and conservation of energy and momentum. They are valid for scattering of a photon from a spinless charged particle. ...
Quantum algorithm
Quantum algorithm

PDF
PDF

... Establishes “general theorems on the cohomology H ∗ (s|d) of the BRST differential modulo the spacetime exterior derivative, acting in the algebra of local p-forms depending on the fields and the antifields (=sources for the BRST variations). It is shown that H −k (s|d) is isomorphic to Hk (δ|d) in ...
Who Invented the Copenhagen Interpretation? A Study in Mythology
Who Invented the Copenhagen Interpretation? A Study in Mythology

... Heisenberg on the Copenhagen Interpretation (continued): If the system is closed, we may in some circumstances have, at least approximately, a “pure case,” and the system is then represented by a vector in Hilbert space. The representation is, in this particular case, completely “objective,” i.e. i ...
(1) - Intellectual Archive
(1) - Intellectual Archive

... the deep ultraviolet sector, specifically near the Planck scale. As it is well known, General Relativity (GR) is exclusively an “effective” low-energy framework and efforts to develop perturbative quantization of classical gravity result in non-renormalizable theories [20]. So far, the ultraviolet c ...
Von Neumann algebra automorphisms and time
Von Neumann algebra automorphisms and time

Quantum information science with photons on a chip
Quantum information science with photons on a chip

... improved performance, miniaturization and scalability. We demonstrate high-fidelity silica-onsilicon integrated optical realizations of key quantum photonic circuits, including two-photon quantum interference with a visibility of 94.8(5)%; a controlled-NOT gate with an average logical basis fidelity ...
Full Text - International Journal of Applied Science and Technology
Full Text - International Journal of Applied Science and Technology

... analysis. For example, Ramzauer-Townsend effect is totally understandable. Really, if the length of de Broglie wave is much bigger than atom dimensions, and if the incident electron has the phase corresponding to very small charge, then appears the effect of irregular atom transparency. These electr ...
- Philsci
- Philsci

Quantum gravitational contributions to quantum electrodynamics
Quantum gravitational contributions to quantum electrodynamics

... The potential importance of the original calculation 13 stimulated a number of further investigations that cast doubt on its findings. It was shown 15 that a different choice of gauge condition led to the absence of any quantum gravity correction to the Yang-Mills β-function. Because of the possible ...
Arguing for an Observational Theory of Paranormal
Arguing for an Observational Theory of Paranormal

Remarks on quantum gravity models and supersymplectic structures
Remarks on quantum gravity models and supersymplectic structures

... In [1] we introduced, besides other supersymmetric quantum systems of physical interest, a particular N=1 superspace That was made with the aim of studying a superworld-line quantum particle (analogously to the relativistic case) and its relation with SUGRA theories [2] The main feature of this supe ...
PPT
PPT

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Topological quantum field theory

A topological quantum field theory (or topological field theory or TQFT) is a quantum field theory which computes topological invariants.Although TQFTs were invented by physicists, they are also of mathematical interest, being related to, among other things, knot theory and the theory of four-manifolds in algebraic topology, and to the theory of moduli spaces in algebraic geometry. Donaldson, Jones, Witten, and Kontsevich have all won Fields Medals for work related to topological field theory.In condensed matter physics, topological quantum field theories are the low energy effective theories of topologically ordered states, such as fractional quantum Hall states, string-net condensed states, and other strongly correlated quantum liquid states.
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