Monday, Apr. 14, 2014
... one, experiments show that the electromagnetic wave (light) appears in the second prism. The situation is analogous to the tunneling described here. This effect was observed by Newton and can be demonstrated with two prisms and a laser. The intensity of the second light beam decreases exponentially ...
... one, experiments show that the electromagnetic wave (light) appears in the second prism. The situation is analogous to the tunneling described here. This effect was observed by Newton and can be demonstrated with two prisms and a laser. The intensity of the second light beam decreases exponentially ...
quantum field theory, effective potentials and determinants of elliptic
... malisability. This results in a unified theory of weak and electromagnetic interactions that details the structure of most known particles to date and as such represents the most successful theory of fundamental interactions. Its simple structure makes it even more attractive. However, as with most ...
... malisability. This results in a unified theory of weak and electromagnetic interactions that details the structure of most known particles to date and as such represents the most successful theory of fundamental interactions. Its simple structure makes it even more attractive. However, as with most ...
Calculus constructions
... principles of problem solving : (a) be creatively lazy and (b) cheat properly The integral will be simplest if the electric field is perpendicular to the surface everywhere. Since the field lines are radially outward, they are perpendicular to a spherical surface and, even better, the value of the e ...
... principles of problem solving : (a) be creatively lazy and (b) cheat properly The integral will be simplest if the electric field is perpendicular to the surface everywhere. Since the field lines are radially outward, they are perpendicular to a spherical surface and, even better, the value of the e ...
Logic of Quantum Mechanics
... There is an obvious way to do this in dynarnical systems of the classical type.5 One can measure position and its first time-derivative velocity-and hence momentum-explicitly, and so establish a one-one correspondence which preserves inclusion between subsets of phase-space and subsets of a suitable ...
... There is an obvious way to do this in dynarnical systems of the classical type.5 One can measure position and its first time-derivative velocity-and hence momentum-explicitly, and so establish a one-one correspondence which preserves inclusion between subsets of phase-space and subsets of a suitable ...
PDF
... introduce any entanglement in the initial state of the system or Hint builds up entanglement among subsystems. In the first case, no correlations among the subsystems are created, so each subsystem evolves independently as in equation (7), unless entanglement was present initially. Since this type o ...
... introduce any entanglement in the initial state of the system or Hint builds up entanglement among subsystems. In the first case, no correlations among the subsystems are created, so each subsystem evolves independently as in equation (7), unless entanglement was present initially. Since this type o ...
Approved M.Sc. Syllabus 2014 SEMESTER 1
... Atomic and Molecular Physics Review of one electron atom: Discussion of hydrogeniceigenfunctions, parity, probability density, angular and radial distribution functions, expectation values. Interaction with electromagnetic radiation: time dependent perturbation, induced absorption and emission, tran ...
... Atomic and Molecular Physics Review of one electron atom: Discussion of hydrogeniceigenfunctions, parity, probability density, angular and radial distribution functions, expectation values. Interaction with electromagnetic radiation: time dependent perturbation, induced absorption and emission, tran ...
Quantum transport equations for Bose systems taking into account
... The problems of building a kinetic equation for Bose systems based on the microscopic approach were considered by Akhiezer and Peletminsky [21] and by Kirkpatrick and Dorfman [22–24]. The results of [22, 23] were extended and used to describe the trapped weakly-interacting Bose gases at finite temper ...
... The problems of building a kinetic equation for Bose systems based on the microscopic approach were considered by Akhiezer and Peletminsky [21] and by Kirkpatrick and Dorfman [22–24]. The results of [22, 23] were extended and used to describe the trapped weakly-interacting Bose gases at finite temper ...
Math 8.02 Document Massachusetts Institute of Technology
... learn shortly in 18.02 (vector dot products, integration along an arbitrary line in space, integration of vector dot products, and double integrals). Unfortunately, all but the first of the latter topics will be covered in 18.02 (or later math courses) after they are introduced in 8.02. It is diffic ...
... learn shortly in 18.02 (vector dot products, integration along an arbitrary line in space, integration of vector dot products, and double integrals). Unfortunately, all but the first of the latter topics will be covered in 18.02 (or later math courses) after they are introduced in 8.02. It is diffic ...
particles and quantum fields
... many bubbles and ladders of diagrams. The methods for this were developed by Hartree, Fock, and Bogoliubov in many-body theory, and by Bethe and Salpeter in quantum electrodynamics. The development of renormalization group theory has led to a generalization of this method. It permits to extend the s ...
... many bubbles and ladders of diagrams. The methods for this were developed by Hartree, Fock, and Bogoliubov in many-body theory, and by Bethe and Salpeter in quantum electrodynamics. The development of renormalization group theory has led to a generalization of this method. It permits to extend the s ...
Quantum Information and the Representation Theory of the
... 5. Partitions and the Representation Theory of Sn and GL(d) Quantum states of a d-level system are represented by vectors |φ i ∈ H, where H = Cd . The Hilbert space H is therefore the carrier space for the defining representation of the general linear group GL(d, C), the group of invertible d × d co ...
... 5. Partitions and the Representation Theory of Sn and GL(d) Quantum states of a d-level system are represented by vectors |φ i ∈ H, where H = Cd . The Hilbert space H is therefore the carrier space for the defining representation of the general linear group GL(d, C), the group of invertible d × d co ...