- is the
domain of
holomorphy of some function, in
other words every domain has a
function for
which it is the
domain of
holomorphy. For
several complex...
- In mathematics, infinite-dimensional
holomorphy is a
branch of
functional analysis. It is
concerned with
generalizations of the
concept of holomorphic...
-
Holomorph may
refer to:
Mathematics Holomorph (mathematics), a
group which simultaneously contains (copies of) a
group and its
automorphism group Holomorphic...
- in the
theory of
functions of
several complex variables, a
domain of
holomorphy is a
domain which is
maximal in the
sense that
there exists a holomorphic...
- only some
connected open sets are
domains of
holomorphy. The
characterization of
domains of
holomorphy leads to the
notion of pseudoconvexity. Cauchy–Riemann...
-
critical points of the
Calabi functional in
terms of so-called
holomorphy potentials.
Holomorphy potentials are
certain smooth functions on a
compact Kähler...
-
appropriate integrability properties.
Tubes over
convex sets are
domains of
holomorphy. The
Hardy spaces on
tubes over
convex cones have an
especially rich structure...
-
reduced Witt
rings of skew fields", Math Z., vol. 198, no.4, 545–554. 1991 "
Holomorphy rings and
higher level orders on skew fields", J. Algebra, vol. 136, no...
-
imposing complex differentiability in the
context of
infinite dimensional holomorphy or
continuous differentiability in
nonlinear analysis.
Suppose X {\displaystyle...
- this case the
nonrenormalization theory is said to be a
consequence of
holomorphy. The more
supersymmetry a
theory has, the more
renormalization theorems...
