- In mathematics, a
Hermitian matrix (or self-adjoint matrix) is a
complex square matrix that is
equal to its own
conjugate transpose—that is, the element...
- Einstein–
Hermitian vector bundle Deformed Hermitian Yang–Mills
equation Hermitian adjoint Hermitian connection, the
unique connection on a
Hermitian manifold...
- algebra, a
square matrix with
complex entries is said to be skew-
Hermitian or anti-
Hermitian if its
conjugate transpose is the
negative of the
original matrix...
- In mathematics, the
conjugate transpose, also
known as the
Hermitian transpose, of an m × n {\displaystyle m\times n}
complex matrix A {\displaystyle...
-
linear operator A {\displaystyle A} on an
inner product space defines a
Hermitian adjoint (or adjoint)
operator A ∗ {\displaystyle A^{*}} on that space...
-
vector transpose of x . {\displaystyle \mathbf {x} .} More generally, a
Hermitian matrix (that is, a
complex matrix equal to its
conjugate transpose) is...
- In mathematics, a
Hermitian connection ∇ {\displaystyle \nabla } is a
connection on a
Hermitian vector bundle E {\displaystyle E} over a
smooth manifold...
- non-
Hermitian quantum mechanics describes quantum mechanical systems where Hamiltonians are not
Hermitian. The
first paper that has "non-
Hermitian quantum...
-
result that
gives a
variational characterization of
eigenvalues of
compact Hermitian operators on
Hilbert spaces. It can be
viewed as the
starting point of...
- in
differential geometry, a
Hermitian manifold is the
complex analogue of a
Riemannian manifold. More precisely, a
Hermitian manifold is a
complex manifold...
