Pečarić Josip, F.C.A.

Full members II. Department of Mathematical, Physical and Chemical Sciences
Pečarić Josip

Date of birth:

  • 09/02/1948

Place of birth:

  • Kotor

Addresses:

  • Trg Nikole Šubića Zrinskog 11, 10000 Zagreb

Phones:

  • Department of Mathematical, Physical and Chemical Sciences +385 01 4895 170

Emails:

Pečarić Josip, F.C.A.

Full members II. Department of Mathematical, Physical and Chemical Sciences

Academic titles:

  • fellow of the Croatian Academy of Sciences and Arts
  • doctor of Science

Institutions:

  • Professor – Faculty of Textile Technology, University of Zagreb

Membership in Academy:

  • full member – Department of Mathematical, Physical and Chemical Sciences (05/18/2000 – …)
  • associate member – Department of Mathematical, Physical and Chemical Sciences (12/03/1992 – 05/18/2000)

Curriculum Vitae

EXPERIENCE

  • 1987 – Tekstilno-Tehnoloski fakultet Zagreb = Faculty of Textile Technology, University of Zagreb
  • 1990 Associate Professor
  • 1990 Full Professor
    1. Lecturer for Calculus for undergraduate students.
    2. Lecturer for Numerical Analysis for postgraduate students at Textile Faculty.
    3. Lecturer for Convex functions for postgraduate students at Mathematics Faculty.
  • 1977 Gradjevinski Fakultet Beograd =
    Civil Engineering Faculty, University of Belgrade
  • 1987 – Lecturer & Lecturer/Tutor in Physics.
  • 1986 – 1987 Lecturer for Linear Algebra for Master Degree at University of Novi Sad (in English) organised by UNESCO
  • 1972 – Geomagnetski Institut – Grocka =
    Institute for geomagnetic research
  • 1977 – Research Engineer
    Research in theory of Earth electromagnetic field.

EDUCATION

TERTIARY:

  • 1972 – Graduated with Bachelor of Electrical Engineering – University of Belgrade
    – Thesis in Nuclear Physics
  • 1975 – Master of Electrical Engineering – University of Belgrade
    Thesis: Theory of Magnetic Earth field on surface of layered model with inclined base
  • 1982 – PhD in Mathematics – University of Belgrade
    Thesis: Jensen’s and related inequalities

Supervision of PhD students:

  • B.A. MESIHOVIC, Prilozi teoriji nejednakosti za monotone i konveksne funkcije, (Contributions to the Theory of Inequalities for Monotonic and Convex Functions)}
    (supervision together with Prof. D.S. Mitrinovic), PMF Sarajevo, 1987
  • Sanja VAROSANEC, Inequalities of Gauss’ Type, University of Zagreb, 1994

Visitor:

  • June 1992 – March 1993 La Trobe University, Melbourne, Australia
  • 1992 (2 weeks) The University of Adelaide, Adelaide, Australia
  • February 1993 (2 weeks) The University of Adelaide}, Adelaide, Australia
  • May 1993 University of Technology, Lulea, Sweden
  • April 1994 University of Technology, Lulea, Sweden
  • June 1994 (3 weeks) La Trobe University, Melbourne, Australia
  • August 1994 (1 week) La Trobe University, Melbourne, Australia
  • June – August 1994 (2 months) University of Adelaide, Adelaide, Australia
  • March 1995 (1 week) The University of Torino, Torino, Italy
  • June-July 1995 The University of Adelaide, Adelaide, Australia
  • August 1995 La Trobe University, Melbourne, Australia

Invited Talks:

  • December 1990
    Mathematics Institute, Oberwolfach
    Notes on convex functions
  • November 1992
    The University of Adelaide, Adelaide, Australia
    The Jensen and related inequalities
  • December 1992
    La Trobe University, Melbourne, Australia
    The Jensen and related inequalities
  • February 1993
    Flinders University, Adelaide, Australia
    The Jensen and related inequalities
  • May 1993
    University of Technology, Lulea, Sweden
    Favard, Berwald’s and related inequalities
  • April 1994
    University of Technology, Lulea, Sweden
    Stolarsky’s inequality with general weight and related problems
  • March 1995
    The University of Torino, Torino, Italy
    Arithmetic Mean – Geometric Mean and related inequalities
    Inequalities of Gauss’ type
  • July 1995
    La Trobe University, Melbourne, Australia
    Arithmetic Mean – Geometric Mean and related matrix inequalities