arXiv:0809.0471 - Department of Physics and Astronomy
... enhance to SO(8) according to the ABJM conjecture. This is not seen in the classical lagrangian but should appear in the quantum theory. In the superspace formulation, SU(4) flavor symmetry should be present. • To find it, need to study the `monopole’ (or disorder) operators that create singular mon ...
... enhance to SO(8) according to the ABJM conjecture. This is not seen in the classical lagrangian but should appear in the quantum theory. In the superspace formulation, SU(4) flavor symmetry should be present. • To find it, need to study the `monopole’ (or disorder) operators that create singular mon ...
Quantum simulators of lattice gauge theories
... classical computers (meaning= no efficient algorithm exists, or systems are too big). Exceptions from this rule are possible for quantum simulators that exhibit novel, only theoretically predicted and not yet observed phenomena (simulating ≠ simulating and observing). IV. Quantum simulator should al ...
... classical computers (meaning= no efficient algorithm exists, or systems are too big). Exceptions from this rule are possible for quantum simulators that exhibit novel, only theoretically predicted and not yet observed phenomena (simulating ≠ simulating and observing). IV. Quantum simulator should al ...
How stable are extra dimensions? - Theoretical High
... Modern cosmology requires accelerated expansion for dark energy and inflation Can we use string theory to explain this? What are the scalar potentials from string compactifications? (flux compactifications and moduli stabilisation) Many interesteresting (future) results – both theoretical and ...
... Modern cosmology requires accelerated expansion for dark energy and inflation Can we use string theory to explain this? What are the scalar potentials from string compactifications? (flux compactifications and moduli stabilisation) Many interesteresting (future) results – both theoretical and ...
My Century of Physics
... differential equation. In other contexts, particularly Yang Mills, these were later called solitons. Feynman’s comment to me at that time was, “I see how you got into this, but I don’t know how you will get out of it.” The same Lagrangian was proposed by Heisenberg and Pauli a little after us. I con ...
... differential equation. In other contexts, particularly Yang Mills, these were later called solitons. Feynman’s comment to me at that time was, “I see how you got into this, but I don’t know how you will get out of it.” The same Lagrangian was proposed by Heisenberg and Pauli a little after us. I con ...
1. Calculate the partition function of the hydrogen atom at room
... A. Let x(t) be a particle’s trajectory obtained by solving the above equation. Now consider a time reversed trajectory, x(-t). If someone gave you both x(-t) and x(t) but did not tell you which one is which, would you be able to find out by yourself? B. In computer simulations, it is often benefici ...
... A. Let x(t) be a particle’s trajectory obtained by solving the above equation. Now consider a time reversed trajectory, x(-t). If someone gave you both x(-t) and x(t) but did not tell you which one is which, would you be able to find out by yourself? B. In computer simulations, it is often benefici ...
Non-interacting fermions, strings, and the 1/N expansion
... are solvable models of string theory with many applications. They engineer N=2 supersymmetric gauge theories. They have a rich enumerative content in terms of holomorphic maps from Riemann surfaces to the CY target. Their genus g free energies Fg ( ) can be computed recursively, as a function of the ...
... are solvable models of string theory with many applications. They engineer N=2 supersymmetric gauge theories. They have a rich enumerative content in terms of holomorphic maps from Riemann surfaces to the CY target. Their genus g free energies Fg ( ) can be computed recursively, as a function of the ...
LOYOLA COLLEGE (AUTONOMOUS), CHENNAI – 600 034
... 1. Find the determinant value of the Loerntz transformation matrix. 2. State the relation between relativistic energy and relativistic momentum. 3. Define 4-current and write down the continuity equation in terms of it. 4. State the covariant form of Lorentz force equation. 5. Define differential sc ...
... 1. Find the determinant value of the Loerntz transformation matrix. 2. State the relation between relativistic energy and relativistic momentum. 3. Define 4-current and write down the continuity equation in terms of it. 4. State the covariant form of Lorentz force equation. 5. Define differential sc ...
Supersymmetric Quantum Mechanics and Reflectionless Potentials
... ħ= Max Planck’s constant / 2 π ...
... ħ= Max Planck’s constant / 2 π ...
Dark Matter and Dark Energy - Hitoshi Murayama Home Page
... GUT breaking by orbifolds (Kawamura; Hall, Nomura) Depends on the triplet-doublet splitting mechanism, Yukawa (non-)unification ...
... GUT breaking by orbifolds (Kawamura; Hall, Nomura) Depends on the triplet-doublet splitting mechanism, Yukawa (non-)unification ...
Physics 218. Quantum Field Theory. Professor Dine Green`s
... somewhat simpler than the LSZ discussion. But it relies on the identification of the initial and final states with their leading order expansions. We can refine this by thinking about the structure of the perturbation expansion. The LSZ formula systematizes this. LSZ has other virtues. Most importan ...
... somewhat simpler than the LSZ discussion. But it relies on the identification of the initial and final states with their leading order expansions. We can refine this by thinking about the structure of the perturbation expansion. The LSZ formula systematizes this. LSZ has other virtues. Most importan ...
Lecture5.EMfield
... permits “action at a distance”, without violating special relativity. We are familiar with the E&M field! ...
... permits “action at a distance”, without violating special relativity. We are familiar with the E&M field! ...
Clément Hongler Spring 2016 Lecture Series EPFL
... This series will explain how 2D CFT works, in particular how planar lattice models can be understood using the Minimal Models of CFT. While this connection remains largely conjectural, major recent progress in the field of rigorous conformal invariance allows one to make mathematical sense of much o ...
... This series will explain how 2D CFT works, in particular how planar lattice models can be understood using the Minimal Models of CFT. While this connection remains largely conjectural, major recent progress in the field of rigorous conformal invariance allows one to make mathematical sense of much o ...
The Harmonic Oscilla..
... Now, we want to solve this equation; i.e., to find the set of functions ψ(x) which, when operated on by the operator Ĥ , yield a constant (E) times the function itself. The wavefunctions should also be finite, single-valued, and continuous throughout the range from x → -∞ to x → ∞. As in the case o ...
... Now, we want to solve this equation; i.e., to find the set of functions ψ(x) which, when operated on by the operator Ĥ , yield a constant (E) times the function itself. The wavefunctions should also be finite, single-valued, and continuous throughout the range from x → -∞ to x → ∞. As in the case o ...