- In mathematics,
Hilbert spaces (named
after David Hilbert)
allow the
methods of
linear algebra and
calculus to be
generalized from (finite-dimensional)...
- _{j}}({\vec {x}})q_{j}({\vec {x}})} . This
result is
known as the
Hilbert root theorem, or "
Hilberts Nullstellensatz" in German. He also
proved that the correspondence...
- The
Hilbert curve (also
known as the
Hilbert space-filling curve) is a
continuous fractal space-filling
curve first described by the
German mathematician...
-
Hilbert's problems are 23
problems in
mathematics published by
German mathematician David Hilbert in 1900. They were all
unsolved at the time, and several...
-
David Hilbert (1862–1943) was a
German mathematician.
Hilbert may also
refer to: 12022
Hilbert, an
asteroid Hilbert (crater), on the Moon
Hilbert, West...
- In mathematics,
Hilbert's program,
formulated by
German mathematician David Hilbert in the
early 1920s, was a
proposed solution to the
foundational crisis...
- In mathematics,
Hilbert–Schmidt may
refer to a
Hilbert–Schmidt operator; a
Hilbert–Schmidt
integral operator; the
Hilbert–Schmidt theorem. This disambiguation...
-
Hilbert's paradox of the
Grand Hotel (colloquial:
Infinite Hotel Paradox or
Hilbert's Hotel) is a
thought experiment which illustrates a counterintuitive...
- variety. The
Hilbert scheme is a
disjoint union of
projective subschemes corresponding to
Hilbert polynomials. The
basic theory of
Hilbert schemes was...
- a
Hilbert system,
sometimes called Hilbert calculus,
Hilbert-style system,
Hilbert-style
proof system,
Hilbert-style
deductive system or
Hilbert–Ackermann...
