Hermitian
Hermitian A number of mathematical entities are named Hermitian, after the mathematician Charles Hermite: Hermitian adjoint Hermitian form Hermitian function Hermitian matrix Hermitian metric Hermitian ...
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Hermitian function
Hermitian function A Hermitian function is complex conjugated when its variable ... a function of two variables it is Hermitian if $f(-x\_1,\; -x\_2)\; =\; f(x\_1\; ...\; the\; Fourier\; transform\; of\; the\; function\; is$Hermitian. If a function is Hermitian, then this fact is equivalent to ...
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Hermitian manifold
Hermitian manifold In mathematics, a Hermitian manifold is a topological manifold with a metric g which is Hermitian for an almost complex structure J. The ... is closed, dω J = 0, then the Hermitian manifold is a Kähler manifold.
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User:Hermitian
User:Hermitian Welcome to my user page ( test )
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Hermitian wavelet
Hermitian wavelet Hermitian wavelets are a family of continuous wavelets ... transform. The $n^\backslash textrm\{th\}$ Hermitian wavelet is defined as the $n\; ...\; pi\; n\}\{2n-1\}$ i.e. Hermitian wavelets are admissible $\backslash forall~n>0\; ...$
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Hermitian adjoint
Hermitian adjoint In mathematics, specifically in functional analysis ... operator A is also sometimes called the Hermitian adjoint of A and is denoted by ... the prototype of a C-star algebra. Hermitian operators A bounded operator A : H → H is called Hermitian or self-adjoint if A = A* which ... concepts Linear algebra Inner product Hilbert space Hermitian operator Norm Operator norm Physical application ...
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Hermitian metric
Hermitian metric In mathematics, a Hermitian metric g on a vector space with ... g(J\cdot, J\cdot). A Hermitian metric on an almost complex vector bundle ... the bundle E 2* which is a Hermitian metric at each point of M. An ... important special case is that of a Hermitian metric on the complexified tangent bundle < ...
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Hermitian matrix
Hermitian matrix A Hermitian matrix (or self-adjoint matrix) is a ... i&1\end{bmatrix} is a Hermitian matrix. Clearly, the entries on the main ... top left to bottom right) of any Hermitian matrix are necessarily real. A matrix that has only real entries is Hermitian if and only if it is ...
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Talk:Hermitian
Talk:Hermitian Note that completeness of the eigenstates of a Hermitian operator is not guaranteed, but it is ... common for physical systems. For example, any Hermitian system whose solutions can be found with ...
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Hermitian operator   (translated from Russian)
Hermitian operator Hermitian of that cmbined matritsey call matrix A ...
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