|
|
|
Address
- Faculty of Mathematics
University "Al.I.Cuza" of Iasi
- Bd. Carol I no.11, Iasi - 700506
Romania
- Phone (Office)-0040232201225
- Phone (Home) 0040232471102 / 0040726052861
- Fax : 0040232201160
- Web Address: http://www.math.uaic.ro/~croitoru/
- E-mail: croitoru@uaic.ro
Studies
- Faculty of Mathematics, University " Al.I.Cuza" of Iasi, Romania.
- 2000 Ph. D. (Mathematics) at University " Al.I.Cuza" of Iasi, with thesis: Non-additive and additive set multifunction (in Romanian).Thesis adviser-Professor Dr. Anca-Maria Precupanu.
Position
- In present-Lecturer Dr. at the Department of Mathematics, Faculty of Mathematics, University " Al.I.Cuza" of Iasi.
Visiting Professor
- Universite de Bretagne Occidentale, Brest, France:
- June 15, 2003-July 15, 2003;
- July 5, 2005-July 31, 2005.
Projects
1) Member
- 1996-1998, CNCSIS Grant 232, director: Prof. Dr. Teodor Precupanu.
- 1999-2001, CNCSIS Grant 20-165: Real functions and optimization; theoretical
approach and? applications, director: Prof. Dr. Teodor Precupanu.
- 2003-2005, CNCSIS Grant 39-1313 : Set-valued and variational methods in measure theory, optimization and approximation theory, director-Prof. Dr. Teodor Precupanu.
- 2008, CEEX Grant 133 - 2006: Software systems for geometrical and mechanical simulation, director-Assoc. Prof. Dr. Danut Rusu.
- 2009, International Grant Conference supported by Abdus Salam International Center for Theoretical Physics for The International Conference Infinite Dimensional Analysis and Topology, Yaremche (Ivano-Frankivsk), Ukraine, May 27-June 1, 2009.
2) Director
- 2009-2010, WSEAS Grant: Contributions to fuzzy mathematics and set-valued analysis (jointly with A. Gavrilut).
- 2010-2011, WSEAS Grant: Fuzzy Sets, Fuzzy Mathematics, Fuzzy Systems.
Member
- "Al. Myller" Mathematical Seminary Foundation.
- WSEAS.
- AMS
- EWM (European Women in Mathematics)
- ROMAI
- ISCB
Reviewer
- Mathematical Reviews.
- WSEAS
Research interest
- Continuity, measurability, fuzzyness, atoms, pseudo-atoms, non-atomicity, Darboux property in set-valued analysis.
- Non-additive set multifunctions.
- Set-valued integrals.
|