Univerzitet u Novom Sadu
GRAĐEVINSKI FAKULTET SUBOTICA
Dr Hajnalka Peić (Péics)
Profesor na predmetima Matematika I, Matematika II, Matematika III, Numerička analiza, Linearna algebra - vektori, matrice, tenzori, Diferencijalne i integralne jednačine
Kozaračka 2a, 24000 Subotica
Tel. +381/24-554-300, Fax: +381/24-554-580
E-mail: dekanat@gf.uns.ac.rs
  Biografija
OBRAZOVANJE:
OSNOVNE STUDIJE: 1983-1987 Univerzitet u Novom Sadu, PMF, Institut za matematiku, profesor matematike
POSLEDIPLOMSKE (MAGISTARSKE) STUDIJE: 1990-1993 Univerzitet u Novom Sadu, PMF, Institut za matematiku,, Matematička analiza – Obične diferencijalne jednačine
AKADEMSKO ZVANJE: 1996. magistar matematičkih nauka
POSLEDIPLOMSKE (DOKTORSKE) STUDIJE: 1994-1997 Univerzitet u Segedinu, PMF, Bolyai Institut, Matematička analiza – Dinamički sistemi
AKADEMSKO ZVANJE: 2000. Doktor matematičkih nauka

ZAPOSLENOST:

1987-1989   Gimnazija Svetozar Marković, Subotica
1989-         Univerzitet u Novom Sadu, Građevinski fakultet Subotica
                 Asisitent /1989-2000/
                 Docent /2000-2005/
                 Vanredni profesor 2005-
                 Prodekan za nastavu /2003-2004/
  Publikacije
1. H. Péics, Oscillation Criteria for Second Order Nonlinear Difference Equations, BAM, Budapest, (LXIX) (1993), 109-118.
2.

H. Péics, Generalized Characteristic Equation of Linear Delay Difference Equations, Proceedings of the Second International Conference of Difference Equations and Applications, Veszprém, 1995, 499-505.

3. H. Péics, Generalized Characteristic Equations of Linear Delay Difference Equation and Its Importance at Oscillation of All Solutions, BAM, Budapest, (LXXVIII) (1996), 195-200.
4. H. PéicsOscillatory Solutions of Delay Differential and Difference Equations, masters thesis, Novi Sad, 1996. (in Serbian)
5. H. Péics, Applications of Generalized Characteristic Equation of Linear Delay Difference Equations, Matematički Vesnik, Beograd, 50 (1998), 31-36.
6. H. Péics, Representation of Solutions of Difference Equations with Continuous Time, Proceedings of the Sixth Colloquium on the Qualitative Theory of Differential Equation, Szeged, 1999. August, 10-14.
7.

H. Péics, On the Asymptotic Behaviour of a Pantograph- type Difference Equation, Journal of Difference Equations and Applications, 6 (2000), 257-273.

8. H. Péics, On the Asymptotic Behaviour of the Solutions of a System of Functional Equations, Periodica Mathematica Hungarica, 40(1) (2000), 57-70.
9. H. Péics, Asymptotic Behavior of Solutions of Difference Equations with Continuous Time, Ph.D. thesis, Szeged, 2000.
10. H. Péics, On the Asymptotic Behaviour of Difference Equations with Continuous Arguments, Dynamics of Continuous, Discrete and Impulsive Systems, Ser. A Math. Anal. 9 (2002), no.2. 271-285.
11.

H. Péics, J. Karsai, Positive Solutions of Neutral Delay Differential Equation, Novi Sad J. Math. Vol. 32, no. 2. 2002, 95-108.

12. H. Péics, Exponential Estimates of Solutions  of Difference Equations with Continuous Time, Qualitative Theory of Diff. Equ., Proc. 7'th Coll. Qualitative Theory of Diff. Equ., 17 (2004), pp. 1-12.
13. H. Péics, Positive Solutions of Neutral Delay Difference Equation, Novi Sad J. Math., Vol. 35, no. 2. (2005), pp.111-122.
14. H. Péics, J. Karsai, Existence of Positive Solutions of Halflinear Delay Differential Equation, Journal of Mathematical Analysis and Applications, Vol. 323 (2), (2006), pp. 1201-1212.
15. H. Peics, A. Rožnjik,  Asymptotic Behavior of Solutions of a Scalar Delay Difference Equations with Continuous Time, NSJOM, Vol. 38 (3), (2008), pp. 47-54.
16. Péics Hajnalka, Gábrity Molnár Irén, A magyar nyelvű természettudományos oktatás és tanárképzés helyzete Vajdaságban, A TERMÉSZETTUDOMÁNY TANÍTÁSA KORSZERŰEN ÉS VONZÓAN NEMZETKÖZI KONFERENCIA Kiadványa, ELTE Természettudományi Oktatásmódszertani Centrum, (2011) pp.49-56.
17. Péics Hajnalka, Rožnjik Andrea, A vizsga előtti kötelezettségek rendszerének bevezetése matematikából a szabadkai építőmérnöki karon dokimológiai szempontból, Vajdasági Magyar Tudóstalálkozó Konferenciakiötete, Szabadka, 2012
18. H. Péics, Positive solutions of second-order linear difference equation with variable delays, Advances in Difference Equations 2013, 2013:82
19. H. Péics, A. Rožnjik, A vizsgáztatás hatékonysága matematikából a Szabadkai Építőmérnöki Karon a bolognai rendszer bevezetésével és a bolognai rendszer előtt, Tudományos diszkurzusok, Vajdasági magyar tudóstalálkozó konferenciakötete, pp. 195-203, 2013. (Uspešnost načina ispitivanja iz matematike na Građevinskom fakultetu Subotica pre i posle uvođenja bolonjskog sistema, Naučne diskusije, Zbornik radova sa skupa mađarskih naučnika Vojvodine – na mađarskom), www.vmat.rs
  Udžbenici i druga stručna dela
1. Hajnalka Peić, Lehel Szarapka, 100 rešenih ispitnih zadataka iz matematike – metodička zbirka, Građevinski fakultet Subotica, 1996.
2. Hajnalka Peić, Matematika I – udžbenik na CD-u za studente prve godine na mađarskom jeziku, Građevinski fakultet Subotica, 2005
3. Hajnalka Peić, Matematika I – udžbenik na CD-u za studente prve godine na srpskom jeziku, Građevinski fakultet Subotica, 2006
4. H. Péics, A. Rožnjik,  Mađarsko-srpsko-engleski matematički rečnik, Vojvođanski centar za metodiku, Subotica, 2007
  Naučne konferencije
1. The 2nd International Conference on Difference Equations and Applications, August 7-11, 1995., Veszprém, Hungary
2. 5th Colloquium on the Qualitative Theory of Differential Equations, July 29 – August 2, 1996., Szeged, Hungary
3. Generalized Functions - Linear and Nonlinear Problems, August 31 – September 4, 1996., Novi Sad, Yugoslavia
4. Conference of Mathematics of Ph.D. Students, Dezember 16-18, 1998., Szeged, Hungary
5. 6th Colloquium on the Qualitative Theory of Differential Equations, August 10-14, 1999., Szeged, Hungary
6. 5th  International Symposium On Mathematical Analysis and Its Applications, October 2-6, 2002, Niška Banja, Yugoslavia
7. 7th Colloquium on the Qualitative Theory of Differential Equations, July 14-18, 2003, Szeged, Hungary
8. International Conference on Delay Differential and Difference Equations and Applications, August 25-29, 2003. Veszprém, Hungary
9. PRIM – Conference of Applied Analysis, May 30-June 6, 2004., Budva, Serbia & Montenegro
10. Generalized Functions - Linear and Nonlinear Problems, September 22-28, 2004., Novi Sad, Serbia & Montenegro
11. 8th International Symposium on Interdisciplinary Regional Research, Szeged, 19-21 April, 2005.
12. Conference on the History of Mathematics and Teaching of Mathematics , 18 – 21 May 2006, Msikolc, Hungary
13. 8th Colloquium on the Qualitative Theory of Differential Equations, June 26-29, 2006, Szeged, Hungary
14. 12. srpski matematički kongres, Novi Sad, Serbia, 28. Avgust -2. September  2008
15. MATEP Conference, 26-28 May 2011, Pécs, Hungary
16. A TERMÉSZETTUDOMÁNY TANÍTÁSA KORSZERŰEN ÉS VONZÓAN Conference, 23-25 August 2011, Budapest, Hungary
17. Vajdasági Magyar Tudóstalálkozó, 23 april, 2012, Subotica, Srbija
  Studijska putovanja
1. 1st September,  1994 – 31st August, 1997: University of Szeged, Bolyai Institute, Fellowship for PhD studies of Hungarian Ministry of Education
2. 1st January,  1998 – 28th February, 1998: University of Szeged, Bolyai Institute, Fellowship Domus Hungarica
3. 1st March,  1998 – 31st August, 1998: University of Szeged, Bolyai Institute, Fellowship of Hungarian Ministry of Education
4. 1st November,  1998 – 30th April, 1999: University of Szeged, Institute of Medical Informatics, Fellowship of Hungarian Ministry of Education
5. 1st October,  1999 – 30th November, 1999: University of Szeged, Bolyai Institute, Fellowship of Hungarian Ministry of Education
6. 1st October,  2001 – 30th November 2001: University of Szeged, Institute of Medical Informatics, Fellowship Domus Hungarica
7. 16th May,  2002 – 30th May, 2002: University of Miskolc, Institute of Mathematics and Informatics, Fellowship CEEPUS
8. 20th November,  2002 – 30th November 2002: University of Miskolc, Institute of Mathematics and Informatics, Fellowship CEEPUS
  Projekti
1. 2001-2005. Metode funkcionalne analize, ODJ i PDJ sa singularitetima, evidencioni broj 1835
2. 2006-2010. Metode funkcionalne analize, ODJ i PDJ sa singularitetima, evidencioni broj 144016
3. 2011-2014. Razvoj novih informaciono-komunikacionih tehnologija, korišćenjem naprednih matematičkih metoda, sa primenama u medicini, telekomunikacijama, energtici, zaštiti nacionalne baštine i obrazovanju, evidencioni broj 44006
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