- In mathematics,
Carleman linearization (or
Carleman embedding) is a
technique to
transform a finite-dimensional
nonlinear dynamical system into an infinite-dimensional...
-
Torsten Carleman (8 July 1892, Visseltofta, Osby Muni****lity – 11
January 1949, Stockholm), born Tage
Gillis Torsten Carleman, was a
Swedish mathematician...
- In mathematics, a
Carleman matrix is a
matrix used to
convert function composition into
matrix multiplication. It is
often used in
iteration theory to...
-
Carleman's inequality is an
inequality in mathematics,
named after Torsten Carleman, who
proved it in 1923 and used it to
prove the Denjoy–
Carleman theorem...
- In mathematics, particularly, in analysis,
Carleman's condition gives a
sufficient condition for the
determinacy of the
moment problem. That is, if a measure...
-
Memorial Volume.
Rockefeller Univ. Press. p. 54 – via
Google Books. Nörlund &
Carleman (1928) Elfving,
Fredrik (1838).
Finska Vetenskaps-Societeten 1838 - 1938...
- The Denjoy–
Carleman–Ahlfors
theorem is a
mathematical theorem that
states that the
number of
asymptotic values attained by a non-constant
entire function...
- M=\{M_{k}\}_{k=0}^{\infty }} be a
sequence of
positive real numbers. Then the Denjoy-
Carleman class of
functions CM([a,b]) is
defined to be
those f ∈ C∞([a,b]) which...
- The case of a
compact region of the
plane was
treated earlier by
Torsten Carleman (1935). For a
compact Riemannian manifold M of
dimension N with eigenvalues...
-
theorem Denjoy–Riesz
theorem Denjoy–Young–Saks
theorem Denjoy–
Carleman theorem Denjoy–
Carleman–Ahlfors
theorem Denjoy's
theorem on
rotation number Denjoy–Koksma...
