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This category marks all the ICTP posts containing the pdf file of the paper/book.

An algebra of the optimal path in networks

8 months ago

Abstract AuthorsV. Peteanu Institutul de Calcul Keywords? Paper coordinatesV. Peteanu, An algebra of the optimal path in networks, Mathematica (Cluj) 9 (32) 1967 335–342.…

On the compatibility of the central problem of ordering

8 months ago

Abstract AuthorsV. Peteanu Institutul de Calcul Keywords? Paper coordinatesV. Peteanu, On the compatibility of the central problem of ordering, (Romanian) Stud. Cerc. Mat. 19 1967…

Some properties of the linear positive operators. I

8 months ago

Abstract AuthorsA. Lupaş Institutul de Calcul Keywords? Paper coordinatesA. Lupaş, Some properties of the linear positive operators. I, Mathematica (Cluj) 9 (32) 1967 77–83…

Some properties of the linear positive operators. II

8 months ago

Abstract AuthorsA. Lupaş Institutul de Calcul Keywords? Paper coordinatesA. Lupaş, Some properties of the linear positive operators. II, Mathematica (Cluj) 9 (32) 1967 295–298.…

Two generalizations of the Meyer-König and Zeller operator

8 months ago

Abstract AuthorsGh. Cimoca Institutul de Calcul A. Lupaş Institutul de Calcul Keywords? Paper coordinatesGh. Cimoca, A. Lupaş, Two generalizations of the Meyer-König…

About a statement by Fennel

8 months ago

Abstract AuthorsH. Kramer Institutul de Calcul Keywords? Paper coordinatesH. Kramer, Über einen Satz von Fenchel. (German) Mathematica (Cluj) 9 (32) 1967 281–283. PDFhttps://ictp.acad.ro/wp-content/uploads/2025/11/1967-Kramer-von-Fenchel.pdf About this…

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Related Posts

An algebra of the optimal path in networks

On the compatibility of the central problem of ordering

Some properties of the linear positive operators. I

Some properties of the linear positive operators. II

Two generalizations of the Meyer-König and Zeller operator

About a statement by Fennel

Remainders of the Gauss and Turán quadrature formulas

Direct considerations on the generation of nodes (II)

Correction of the “non-performing” division algorithm

On some inequalities between the zeros of a polynomial and its first derivative