Institute annual report 1973

updates: February ?, 2024. Main version: February ?, 2024.

Human resources

Institute Head: Prof. Dr. Tiberiu Popoviciu, corresponding member of the Romanian Academy

  1. prof. dr. Lascu Bal [1951-1975]
  2. dr. Ştefan Berţi [1962-1974]
  3. res. dr. Gheorghe Cimoca [1965-1975]
  4. prof. dr. Ştefan Cobzaş [1968-1980]
  5. math. Lucia Cobzaş [1972-1975]
  6. res. Carmen Darie (born Miclea) [1967-1974]
  7. assoc. prof., dr. Adrian Diaconu [1970-1975]
  8. prof. dr. Ioan Gavrea [1973-1975]
  9. math. Viorica Georgescu ??
  10. math. Ion Horvath [1970-1975]
  11. assoc. prof., dr. Cireşica Jalobeanu [1966-1975]
  12. math. Alexandru Kovacs [1963-1975]
  13. dr. Horst Kramer [1965-1975]
  14. dr. Florica Kramer [1965-1975]
  15. prof. dr. Alexandru Lupaş [1964-1975]
  16. assoc. prof., dr. Maria Mihoc (born Peter) [1963-1975]
  17. math. Irina Mitrov [1970-1975]
  18. acad. Petru T. Mocanu ??
  19. math. Elena Muntean (born Tudoran) [1971-1975]
  20. prof. dr. Alexandru Németh [1960-1990]
  21. pr. res. III, math. dr. ing. Ladislau Németi [1953?-1975]
  22. dr. Paul Ney [1970-1975]??
  23. math. Ioan Oprea [1973-1975]
  24. dr. Petru Petrișor [1968-1975]
  25. math. Petru Pop [1968-1975]
  26. prof. dr. Elena Popoviciu [1951-1970, honorary 1970-1975]
  27. acad. Tiberiu Popoviciu (head between 1951-1975) (deceased in 1975)
  28. pr. res. II, dr. Dumitru Ripeanu (Ripianu) [1951-1990] – sector chief
  29. math. Lucia Săcelean [1963-1975]
  30. assoc. prof. Cornel Tarția   ??
  31. prof. dr. Gheorghe Toader [1971-1975]
  32. assoc. prof., dr. Silvia Toader [1971-1975]
  33. prof. dr. Ștefan Țigan [1966-1975]

Papers published in 1973

Note: papers appear here either because the author was hired here (the approximate years were reconstituted by Prof. Dr. Ion Păvăloiu), or due to the List of papers of the Institute members and of the Institute collaborators.

  1. L. Bal, M. Mihoc, Representation of certain systems of equations by a nomogram with oriented transparency. (Romanian) Rev. Anal. Numer. Teoria Aproximaţiei 2 (1973), 117–129. MR0383799
  2. Şt.N. Berţi, On the interval equation AX+B= CX+D, Rev. Anal. Numér. Théorie Approximation (1973), 11–26.
  3. Şt.N. Berţi, On the solution of a certain system of Boolean equations. (Romanian) Rev. Anal. Numer. Teoria Aproximaţiei (1973), 31–44, MR0373989
  4. Gh. Cimoca, An algorithm for the determination of the element of best approximation with constraints. (Romanian) Rev. Anal. Numer. Teoria Aproximaţiei (1973), 51–59.
  5. Gh. Cimoca, I. Şerb, On a generalization of the notion of convex function, Rev. Anal. Numer. Teoria Aproximaţiei 2 (1973), 131–136. (in Romanian)
  6. S. Cobzaş, Mulţimi foarte neproximinale în c0Rev. Anal. Numer. Teoria Aproximaţiei, 2 (1973), 137-141. (English translation here)
  7. A. Diaconu, I. Păvăloiu, Asupra unor metode iterative pentru rezolvarea ecuaţiilor operaţionale neliniare, Rev. Anal. Numer. Teoria Aproximaţiei, 2 (1973) no. 1, pp. 61-69 (in Romanian).
  8. A. Diaconu, I. Păvăloiu, Sur quelques méthodes itératives pour la résolution des équations opérationnelles, Revue d’Analyse Numérique et de Théorie d’Approximation, 1 (1973), 45-61, https://doi.org/10.33993/jnaat11-3
  9. Gh. Farkas, Consideratii cu privire la dimensionarea si organizarea buferelor in unele sisteme de calcul, Sesiune de comunicări, Institutul Politehnic Cluj, Cluj, 1973.
  10. Gh. Farkas, O aplicatie a teoriei asteptării pentru analizarea comportării unor sisteme de calcul, Colocviul de teoria constructivă a functiilor, Academia R.S.R., Filiala Cluj, Cluj, 1973.
  11. E. Gergely, La généralisation de la théorie polaire sur les ovales et les ovaloïdes. (Romanian) Acad. R. P. Romîne. Fil. Cluj. Stud. Cerc. Mat. 8 1957 143–160.
  12. E. Gergely, Généralisation de la théorie polaire aux ovales et ovaloïdes. (Romanian) Com. Acad. R. P. Romîne 1957 307–311
  13. I. Horvath, On the absolute p-centers of a graph. The stability of the absolute p-centers. (Romanian) Rev. Anal. Numer. Teoria Aproximaţiei 2(1973), 151–157.
  14. C. Jalobeanu, Inclusion relations between families of bounded languages. (Romanian) Rev. Anal. Numer. Teoria Aproximaţiei (1973), 159–166.
  15. H. Kramer, A.B. Németh, Equally spaced points for families of compact convex sets in Minkowski spaces, Mathematica (Cluj) 15(38) (1973), 71–78.
  16. H. Kramer, A.B. Németh, Supporting spheres for families of independent convex sets. Arch. Math. (Basel) 24 (1973), 91–96.
  17. H. Kramer, Supporting spheres for families of sets in product spaces. Rev. Anal. Numér. Théorie Approximation (1973), 49–53.
  18. H. Kramer, Eine Schnitteigenschaft der Stützfunktionen kompakter Mengen im Rn. (German) Mathematica (Cluj) 15(38) (1973), 57–69.
  19. A. Lupaş, The best constant in an integral inequality, Mathematica (Cluj) 15(38) (1973), 219–222.
  20. C. Mustăţa, On the uniqueness of the extension of continuous p-seminorms, Rev. Anal. Numer. Teoria Approximatiei 2 (1973) no. 2, 173-177 (in Romanian).
  21. C. Mustăţa, On the Chebyshev subspaces in normed space of Lipschitz functions, Rev. Anal. Numer. Teoria Approximatiei, 2 (1973) no. 1, 81-87 (in Romanian).
  22. A.B. Németh, Unrestricted differential n-parameter families. II. Relation with disconjugacy. Mathematica (Cluj) 15(38) (1973), 89–100.
  23. A.B. Németh, Approximation theory and imbedding problems, Rev. Anal. Numér. Théorie Approximation (1973), 61–67.
  24. A.B. Németh, Disconjugacy of an equation by the disconjugacy of its equations in variation. Glasnik Mat. Ser. III 8(28) (1973), 229–245.
  25. P. Ney, Research on the transportation problem. II, Rev. Anal. Numer. Teoria Aproximaţiei 2 (1973), 201–209.
  26. P.A. Petrişor, Sur un type de compactification, Mathematica (Cluj) 15(38) (1973), 263–287 (in French).
  27. T. Popoviciu, Sur une formule de quadrature de S. Gołąb et C. Olech, Demonstratio Math., 6 (1973) part II, pp. 771-789 (1974) (in French) [MR0362853, Zbl 0298.65019].
  28. T. Popoviciu, Application de la théorie des fonctions convexes d’ordre supérieur à l’étude de certains procédés d’intégration numérique des équations différentielles, Folia Fac. Sci. Natur. Univ. Purkyhnianae Brunensis, Ser. Monograph., Tomus 1, Purkyne Univ., Brno, 1973, pp. 241-245 (in French) [MR0359275, Zbl 0346.65030]. Proceedings of Equadiff III (Third Czechoslovak Conf. Differential Equations and their Appl., Brno, 1972), Miloš Ráb and Jaromír Vosmanský (eds.).
  29. I. Păvăloiu, Sur la convergence d’une classe de méthodes itératives de J.F. Traub, Rev. Anal. Numér. Théor. Approx., 2 (1973), pp. 99-104 (in French).
  30. D. Ripeanu, Sur un opérateur qui conserve l’allure d’une fonction. (French) Rev. Anal. Numér. Théorie Approximation (1973), 105–112.
  31. D. Ripeanu, On a certain operator that preserves the sign of a function and of its derivatives. (Romanian) Rev. Anal. Numer. Teoria Aproximaţiei, (1973), 105–111.
  32. St. Țigan, Asupra functiei lui Lagrange generalizate pentru problemele de optimizare cu restrictii, Revista de analiza numerica si teoria aproximatiei, vol.2, 2, 1973, pp.211-222.
  33. St. Țigan, On a method for fractional optimization problems. Application to stochastic optimization problems, Proc. of the Computer Sci. Conf., Szekesfehervar (Hungary), May 1973, pp.351-355.
  34. …(to be completed)

Prizes, outstanding achievements

  • (to be completed)

Contracts at the Institute

  • (to be completed)

Editorial activity

  • (to be completed)

Conferences

Conferences organized by the Institute

  • (to be completed) colocviile (??)

International scientific collaborations

  • (to be completed)

Prizes, outstanding achievements

  • (to be completed)

Membership in professional organizations

  • Tiberiu Popoviciu, SSMR member
  • ??, (to be completed)

Peer review

Members of international committees

  • (to be completed)

Members of national committees

  • (to be completed)

Members of PhD evaluation committees

  • (to be completed)

Members of PhD supervising committees

  • (to be completed)

Referee reports for peer reviewed journals:

  • (data not available)

Book reviews:

  • (data not available)

Reviews

for the two major international databases.

For Mathematical Reviews:

  • (to be completed)

For ZBL Math:

  • (to be completed)