- form.
Mathematics portal Cauchy determinant Cayley–Menger
determinant Dieudonné
determinant Slater determinant Determinantal conjecture Lang 1985, §VII.1...
-
notion of
determinantal varieties by
considering the
space of
linear maps
between two
vector bundles on an
algebraic variety. Then the
determinantal varieties...
- mathematics, a
determinantal point process is a
stochastic point process, the
probability distribution of
which is
characterized as a
determinant of some function...
- In mathematics, the
determinantal conjecture of Marcus (1972) and de Oliveira (1982) asks
whether the
determinant of a sum A + B of two n by n normal...
-
Cytoplasmic determinants are
special molecules which play a very
important role
during oocyte maturation, in the female's ovary.
During this
period of...
-
components of its output, its
determinant is
referred to as the
Jacobian determinant. Both the
matrix and (if applicable) the
determinant are
often referred to...
- In
quantum mechanics, a
Slater determinant is an
expression that
describes the wave
function of a multi-fermionic system. It
satisfies anti-symmetry requirements...
- {\displaystyle v_{j}} , respectively. Then the
following is Sylvester's
determinantal identity (Sylvester, 1851): det ( A ) ( det ( A v u ) ) m − 1 = det...
- In
linear algebra, the Dieudonné
determinant is a
generalization of the
determinant of a
matrix to
matrices over
division rings and
local rings. It was...
- In mathematics, the
Fredholm determinant is a complex-valued
function which generalizes the
determinant of a
finite dimensional linear operator. It is...
