Examples of using Hilbert in English and their translations into Turkish
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the class number of formula_20 and the minimal(monic integral) polynomial it satisfies is called the Hilbert class polynomial.
In quantum mechanics, energy of a quantum system is described by a self-adjoint(or Hermitian) operator called the Hamiltonian, which acts on the Hilbert space(or a space of wave functions) of the system.
During the same period, Hungarian polymath John von Neumann formulated the rigorous mathematical basis for quantum mechanics as the theory of linear operators on Hilbert spaces, as described in his likewise famous 1932 textbook.
A Hankel operator on a Hilbert space is one whose matrix with respect to an orthonormal basis is a(possibly infinite)
An element of a Hilbert space can be uniquely specified by its coordinates with respect to a set of coordinate axes(an orthonormal basis), in analogy with
a one-dimensional finite interval) are especially important because of their connection with Fourier series and because they form a Hilbert space.
the class number of Q( τ){\displaystyle\mathbf{Q}(\tau)} and the minimal(monic integral) polynomial it satisfies is called the Hilbert class polynomial.
A Hankel operator on a Hilbert space is one whose matrix with respect to an orthonormal basis is a(possibly infinite) Hankel matrix( A i,
Mr. Hilbert.
Hilbert was right.
Hilbert made a mistake!
David Hilbert died in 1943.
David Hilbert is a German mathematician.
In particular for instance, Hilbert.
Professor Hilbert, I know that voice.
Rand Hilbert came back home, Jack.
Rand Hilbert's in the hospital.
Professor Hilbert. It's a comedy.
The most prominent amongst them, Hilbert.
Besides, Hilbert is a top-rate mathematician.