supersymmetry
111Gaugino condensation — In particle physics, gaugino condensation is the nonzero vacuum expectation value in some models of a bilinear expression constructed in theories with supersymmetry from the superpartner of a gauge boson called the gaugino. The gaugino and the… …
112R-symmetry — In theoretical physics, the R symmetry is the symmetry transforming different supercharges in a theory with supersymmetry into each other. In the simplest case of the N=1 supersymmetry, such an R symmetry is isomorphic to a U(1) group or its… …
113Ulf Lindstrom — (b. November 12 1947 in Stockholm, Sweden) is a Swedish theoretical physicist working in the fields of string theory, supersymmetry, and general relativity.He earned his fil. kand. university degree at Stockholm University in 1972 and continued… …
114Supermodule — In mathematics, a supermodule is a Z2 graded module over a superring or superalgebra. Supermodules arise in super linear algebra which is a mathematical framework for studying the concept supersymmetry in theoretical physics.Supermodules over a… …
115Superstring theory — is an attempt to explain all of the particles and fundamental forces of nature in one theory by modelling them as vibrations of tiny supersymmetric strings. It is considered one of the most promising candidate theories of quantum gravity.… …
116СУПЕРПРОСТРАНСТВО — расширенное пространство в теории суперсимметрии, к рое кроме обычных пространственно временных координат включает также спинорные координаты. Спинорные переменные qa антикоммутируют друг с другом и коммутируют с координатами пространства времени …
117Coleman–Mandula theorem — The Coleman–Mandula theorem, named after Sidney Coleman and Jeffrey Mandula, is a no go theorem in theoretical physics. It states that space time and internal symmetries cannot be combined in any but a trivial way .[1] The only conserved… …
118N = 2 superconformal algebra — In mathematical physics, the N = 2 superconformal algebra is an infinite dimensional Lie superalgebra, related to supersymmetry, that occurs in string theory and conformal field theory. It has important applications in mirror symmetry.… …
119PHYSICS — The material presented in this entry emphasizes those contributions which were important in arriving at verified present day scientific results, rather than those that may have appeared important at the time. Unavoidably it will overlap in parts… …
120General relativity — For a generally accessible and less technical introduction to the topic, see Introduction to general relativity. General relativity Introduction Mathematical formulation Resources …
