In the reproducing kernel type of these, pointwise evaluation is a continuous linear operator. Also known as a unitary space, Cn [c n; NOT c to the n] is one with the inner product of x and y as the sum of the product of the components of x and the components of the complex conjugate of y. Defined a
In the reproducing kernel type of these, pointwise evaluation is a continuous linear operator. Also known as a unitary space, Cn [c n; NOT c to the n] is one with the inner product of x and y as the sum of the product of the components of x and the components of the complex conjugate of y. Defined as a Banach space where the inner product used is the norm, they extend the vector methods of Euclidean space to infinite-dimensional space. FTP, name this ►class of spaces, commonly used in quantum mechanics, named for a German mathematician.
In the reproducing kernel type of these, pointwise evaluation is a continuous linear operator.
Hilbert space