- mathematics,
particularly in
functional analysis and
convex analysis, the
Ursescu theorem is a
theorem that
generalizes the
closed graph theorem, the open...
- Krein–Milman
theorem Mazur's
lemma Shapley–Folkman
lemma Robinson–
Ursescu Simons Ursescu Sets
Convex hull (Orthogonally, Pseudo-)
Convex set
Effective domain...
- o
caracterizare inedită" (in Romanian). Libertatea. 16
December 2010.
Ursescu,
Marian (11
October 2012). "Revenire după 605 zile "
Cristina Neagu a jucat...
-
function theorem on
complete metric spaces such as
Banach spaces. Theorem (C.
Ursescu) — Let X {\displaystyle X} be a
complete metric space and let S 1 , S 2...
- in a
complete metric space the
following result does hold: Theorem (C.
Ursescu) — Let S 1 , S 2 , … {\displaystyle S_{1},S_{2},\ldots } be a sequence...
- in a
complete metric space the
following result does hold: Theorem (C.
Ursescu) — Let S 1 , S 2 , … {\displaystyle S_{1},S_{2},\ldots } be a sequence...
- is equicontinuous.
Barrelled space – Type of
topological vector space Ursescu theorem –
Generalization of
closed graph, open mapping, and
uniform boundedness...
-
theorem (functional analysis) –
Condition for a
linear operator to be open
Ursescu theorem –
Generalization of
closed graph, open mapping, and
uniform boundedness...
-
conclusion of a
tournament or when the player's parti****tion has ended.
Ursescu,
Marian (1
December 2016). "INTERVIU
Irina Fetecău visează să ajungă în...
-
fallback Surjection of Fréchet spaces –
Characterization of
surjectivity Ursescu theorem –
Generalization of
closed graph, open mapping, and
uniform boundedness...
