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Prof. Cristescu Gabriela

Department of Mathematics and Computer Sciences

Aurel Vlaicu University of Arad, Romania


Email: gcristescu@inext.ro, gabriela.cristescu@uav.ro


Ph.D., Babeş-Bolyai University of Cluj-Napoca, Romania

M.S.,  Babeş-Bolyai University of Cluj-Napoca, Romania

B.Sc., Babeş-Bolyai University of Cluj-Napoca, Romania

Publications (Selected)

  1. Cristescu, G. (2000), Behaviours - Implications and Applications in Convexity Recognition and in Topology, Monographical Booklets in Applied & Computer Mathematics, MB-13, PAMM-Center, Technical University Budapest, Budapest, (ISSN 1417-278 X)
  2. Cristescu, G., Lupşa, L. (2002), Non-Connected Convexities and Applications, Kluwer Academic Publishers, Dordrecht / Boston / London, 2002 (ISBN 1-4020-0624-1) (coll. Applied Optimization, 68)
  3. Cristescu, G. (2000), Topologies compatible with the connectivity in networks, Bul. Ştii. Univ. Baia Mare, Ser. B, Matematică-Informatică, XVII, No. 2, 369-384.
  4. Lupşa, L., Cristescu, G. (2002), Some concepts of generalized convex functions (1), Révue d’Analyse Num. et Th. de l’Approx., 31 (2), 171-177.
  5. Cristescu, G., Lupşa, L. (2004), Classes of Discrete Convexity Properties, Discrete and Computational Geometry, 31(3), 461-490.
  6. Cristescu, G. (2004), A property of the convolution of two convex functions, Carpathian J. Math., 20(1), 15 – 20.
  7. Cristescu, G. (2005), Improved Integral Inequalities for Products of Convex Functions, Journal of Inequalities in Pure and Applied Mathematics, 6(2), [On line: http://www.emis.de/journals/JIPAM/article504.html?sid=504]
  8. Cristescu, G., Bocîi, S.L., Jitaru, L. (2008), Assessing the economic-ecologic efficiency of an investment policy, Creative Mathematics and Informatics Vol. 17, No.3, 381-391.
  9. Cristescu, G. (2010), Hadamard type Inequalities for Convolution of h-Convex Functions, Annals of the Tiberiu Popoviciu Seminar of Functional Equations, Approximation and Convexity, 8, 3-12.
  10. Cristescu, G., Găianu, M. (2010), Detecting the non-Convex sets with Youness and Noor types convexities, Bul. Şti. Univ.“Politehnica” Timişoara, Ser. Math.-Phys., 55(69), 1, 20-27.
  11. Cristescu, G. (2012), Jordan Type Representation of Functions with Generalized High Order Bounded Variation, in (Eds.) Bandle C., Gilányi, A., Losonczi, L., Plum, M, Inequalities and Applications 2010, Dedicated to the Memory of Wolfgang Walter, International Series on Numerical Mathematics 161, Springer, 2012, LXX, 151-164.
  12. Găianu, M., Cristescu G., Onchiş D. M. (2013), Erosion based method for quantification of facial palsy, Int. J. Comp. Commun. & Control, 8(3), 416–424.

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