Mean value theorems for positive linear transformations
Abstract AuthorsAl. Lupas Institutul de Calcul Keywords? Paper coordinatesAl. Lupaş, Mean value theorems for positive linear transformations, (in Romanian) Rev. Anal. Numer.…
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Convex antiproximinal sets in the spaces c₀ and c
Abstract AuthorsS. Cobzas Institutul de Calcul Keywords? Paper coordinatesS. Cobzaş, Convex antiproximinal sets in the spaces c0 and c, Matem. Zametki (Moskva) 17 (1975),…
On certain invariants attached to countable groups
Abstract AuthorsGh. Calugareanu Institutul de Calcul Keywords? Paper coordinatesGh. Călugăreanu, Sur certains invariants attachés aux groupes dénombrables, Mathematica – Revue d’Analyse…
Antiproximinal sets in Banach spaces of continuous functions
Abstract AuthorsS. Cobzas Institutul de Calcul Keywords? Paper coordinatesS. Cobzaş, Antiproximinal sets in Banach spaces of continuous functions, Rev. Anal. Numer. Theor.…
The application of Brouwer’s fixed point theorem to the geometry of convex bodies (in Romanian)
Abstract AuthorsH. Kramer Institutul de Calcul A.B. Németh Institutul de Calcul Keywords? Paper coordinatesH. Kramer, A.B. Németh, The application of Brouwer’s…
A characterization of Chebyshevian subspaces of annihilator-type
Abstract AuthorsCostica Mustata Institutul de Calcul Keywords? Paper coordinatesC. Mustăţa, A characterization of Chebyshevian subspaces of annihilator-type, Mathematica – Rev. Anal.…
Existence of Pareto subgradients of finite-dimensional range
Abstract AuthorsA.B. Nemeth Institutul de Calcul Keywords? Paper coordinatesA.B. Németh, Existence of Pareto subgradients of finite-dimensional range. Proceedings of the Third…
Antiproximinal sets in Banach spaces of c₀-type
Abstract AuthorsS. Cobzas Institutul de Calcul Keywords? Paper coordinatesS. Cobzaş, Antiproximinal sets in Banach spaces of c0-type, Rev. Anal. Numer. Theor. Approx. 7 (1978),…
Existence of algebraic subgradients for convex mappings
Abstract AuthorsA.B. Nemeth Institutul de Calcul Keywords? Paper coordinatesA.B. Németh, Existence of algebraic subgradients for convex mappings, Mathematica (Cluj) 21(44) (1979), no. 2, 155–161.…
On the length of an interpolation interval. I.
Abstract AuthorsD. Ripeanu (Ripianu) Institutul de Calcul Keywords? Paper coordinatesD. Ripeanu, Sur la longueur d’un intervalle d’interpolation. I.(French) Seminar of Functional Analysis…