-
important part in
thermal field theory where one
compactifies time, in
string theory where one
compactifies the
extra dimensions of the theory, and in two-...
- SU(2,2)
which is a
quadruple cover of the
conformal group C(1,3) of
compactified Minkowski spacetime.
Points in
Minkowski space are
related to subspaces...
-
dilaton in its
spectrum unless compactified. The
dilaton in type IIA
string theory parallels the
radion of M-theory
compactified over a circle, and the dilaton...
-
matrices SL(2, Z). The term
modular curve can also be used to
refer to the
compactified modular curves X(Γ)
which are
compactifications obtained by
adding finitely...
- of the more
obscure results in
terms of
compactified dimensions. For example, D-branes are seen as
compactified membranes from 11D M-theory.
Theories of...
-
homology groups are zero. As a
locally compact space, the real line can be
compactified in
several different ways. The one-point
compactification of R is a circle...
- In
string theory, the
string theory landscape (or
landscape of vacua) is the
collection of
possible false vacua,
together comprising a
collective "landscape"...
- cir****vent this
problem (particularly if the
contracting phase is empty, i.e.
compactified Milne, and (2+1)-dimensional, due to the
inherent stabilizing rigidity...
-
dimensions respectively. The
extra six or
seven dimensions may
either be
compactified on a very
small scale, or our
universe may
simply be
localized on a dynamical...
- can be
constructed as
conformal field theory describing 24 free
bosons compactified on the
torus induced by the
Leech lattice and
orbifolded by the two-element...
