-
flying in the
postwar era,
Beurling was
killed in a
crash while attempting to
deliver an
aircraft to Israel.
George Beurling was born in 1921 in Verdun...
- Princeton, New Jersey.
Beurling worked extensively in
harmonic analysis,
complex analysis and
potential theory. The "
Beurling factorization"
helped mathematical...
-
Beurling is a surname.
Notable people with the
surname include: Arne
Beurling (1905–1986),
Swedish mathematician Elizabeth F.
Beurling,
fictional character...
- In mathematics, the term
Beurling algebra is used for
different algebras introduced by Arne
Beurling (1949),
usually it is an
algebra of
periodic functions...
- the circle, the
Hilbert transform on the
circle and the real line, the
Beurling transform in the
complex plane and the
Riesz transforms in
Euclidean space...
- In mathematics, the
Beurling–Lax
theorem is a
theorem due to
Beurling (1948) and Lax (1959)
which characterizes the shift-invariant
subspaces of the Hardy...
-
tapped the line, in May 1940, and the
mathematician and
cryptographer Arne
Beurling cracked the two
earliest models in two w****s,
using just pen and paper...
- mathematics, a
Beurling zeta
function is an
analogue of the
Riemann zeta
function where the
ordinary primes are
replaced by a set of
Beurling generalized...
- _{n\geq 0}|b_{n}(w)|^{2}\leq (1-|w|^{2})^{-1}.} The
Beurling transform (also
called the
Beurling-Ahlfors
transform and the
Hilbert transform in the complex...
- is an
inner function, as
defined below (Rudin 1987, Thm 17.17). This "
Beurling factorization"
allows the
Hardy space to be
completely characterized by...
