QFT, RQM:
- Tunneling of the 3rd kind
- Quarks, partons and Quantum Chromodynamics
A course in the phenomenology of the quark-parton model and Quantum Chromodynamics by Jiri Chyla (Institute of Physics, Academy of Sciences of the Czech Republic) - QFT I by George Siopsis
- Invisibility of the Lorentz Contraction [ Phys. Rev. 116, 1041 (1959) ]
Abstrakt: It is shown that, if the apparent directions of objects are plotted as points on a sphere surrounding the observer, the Lorentz transformation corresponds to a conformal transformation on the surface of this sphere. Thus, for sufficiently small subtended solid angle, an object will appear—optically—the same shape to all observers. A sphere will photograph with precisely the same circular outline whether stationary or in motion with respect to the camera. An object of less symmetry than a sphere, such as a meter stick, will appear, when in rapid motion with respect to an observer, to have undergone rotation, not contraction. - Radiative Corrections, Divergences, Regularization, Renormalization, Renormalization Group and All That in Examples in Quantum Field Theory (arxiv)
Abstrakt: The present lectures are a practical guide to the calculation of radiative corrections to the Green functions in quantum field theory. The appearance of ultraviolet divergences is explained, their classification is given, the renormalization procedure which allows one to get the finite results is described, and the basis of the renormalization group in QFT is presented. Numerous examples of calculations in scalar and gauge theories are given. Quantum anomalies are discussed. In conclusion the procedure which allows one to get rid of infrared divergences in S-matrix elements is described. The lectures are based on the standard quantum field theory textbooks, the list of which is given at the end of the text.
These lectures were given to the 4-th year students of the Department of General and Applied Physics of the Moscow Institute of Physics and Technology (Technical University) - [Polecam] A hint for renormalization B. Delamotte
Abstrakt: An elementary introduction to perturbative renormalization and renormalization group is presented. No prior knowledge of field theory is necessary because we do not refer to a particular physical theory. We are thus able to disentangle what is specific to field theory and what is intrinsic to renormalization. We link the general arguments and results to real phenomena encountered in particle physics and statistical mechanics. - A Physics Booklist: Recommendations from the Net
- Particle Physics II
- Particle Physics III
- Draft of QFT book by M.Srednicki
- Quantum Field Theory (P&S-based course) – by Michael Dine
- Quantum/Classical field and Advanced QM resources
- Douglas M. Gingrich Courses
- Advanced Quantum Mechanics (RQM & QFT) – by D. Gingrich
- Advanced Quantum Mechanics – by D.Blaschke
- Quantum Field Theory under Extreme Conditions – David Blaschke
- Corrections to ‘An Introduction to Quantum Field Theory’ – by Peskin & Schroeder
- Lectures on Quantum Field Theory – by David Tong
INNE:
- Dobry skrypt do mechaniki kwantowej – Kryszewski
- A Physics Booklist: Recommendations from the Net
- Topology Q+A Board
- TASI Lectures on Neutrino Physics (2004)
- The Particle Detector BriefBook
- High-Temperature Superconductivity – by Peter J. Hirschfeld
- Solid State II ( & 2nd quantization formalism) – by Peter J. Hirschfeld
- Statistical Mechanics Course by M. Tuckerman
- Advanced Classical Electromagnetism
- Classical Electrodynamics, Part II – R.Brown
