Opcije pristupačnosti Pristupačnost

Nikola Adžaga

About employee

doc. dr. sc. Nikola Adžaga

Title:
assistant professor
Cabinet:
soba 001, Kranjčevićeva 2
Public phone number:
01/4690 840
Internal phone number:
840
Department:
Mathematics
Graduation year:
2012
PhD graduation year:
2018
Employed in this institution since:
2013

Teaching

undergraduate

graduate

Biography

2013. - 2018. Postgraduate University Programme in Mathematics, Faculty of Science, University of Zagreb. Dissertation Diophantine m-tuples in the rings of integers, defended with summa cum laude. Supervised by prof. dr. sc. Alan Filipin.

2010. - 2012. Graduate University Programme in Computer Science and Mathematics, Faculty of Science, University of Zagreb. Master thesis Parallelization of Grammatical Evolution', defended with summa cum laude. Supervised by prof. dr. sc. Sanja Singer and doc. dr. sc. Tino Stanković.

2008. - 2011. Undergraduate University Programme in Psychology, Faculty of Humanities and Social Sciences, University of Zagreb.

I have realized that some of the e-mails sent to my faculty address may have got stuck (for an unknown reason as yet). In case you've sent me an e-mail and haven't received an answer, please try to resend it to nikola.adzaga@mnm.hr.

List of select publications

  1. N. Adžaga, T. Keller, P. Michaud-Jacobs, F. Najman, E. Ozman, B. Vukorepa, Computing quadratic points on modular curves X_0(N), to be published in Mathematics of Computation (2023+)
  2. N. Adžaga, S. Chidambaram, T. Keller, O. Padurariu, Rational points on hyperelliptic Atkin-Lehner quotients of modular curves and their coverings, Proceedings of the Algorithmic Number Theory Symposium, ANTS-XV, Research in Number Theory 8 (2022)
  3. N. Adžaga, V. Arul, L. Beneish, M. Chen, S. Chidambaram, T. Keller, B. Wen, Quadratic Chabauty for Atkin-Lehner Quotients of Modular Curves of Prime Level and Genus 4, 5, 6, Acta Arithmetica 208 (2023), 15--49
  4. N. Adžaga, A. Filipin, Z. Franušić, On the extensions of the Diophantine triples in Gaussian integers, Monatshefte für Mathematik (2022), pdf
  5. N. Adžaga, On the size of Diophantine m-tuples in imaginary quadratic number rings. Bulletin of Mathematical Sciences 11 (2021), 1; 1950020, 10 pages.
  6. N. Adžaga, A. Dujella, D. Kreso, P. Tadić,
    Triples which are D(n)-sets for several n's. Journal of Number Theory 184 (2018); 330-341.
  7. N. Adžaga, Automated conjecturing of Frobenius numbers via grammatical evolution. Experimental Mathematics 26 (2017), no. 2; 247-252.

For a more complete list, you can take a look at my CROSBI profile.

Presentation "Rational points on modular curves X_0(N)^+ and X_0(N)^*" given at Representation Theory XVII in Dubrovnik 2022.

Presentation "Rational points on quotients of modular curves by Atkin-Lehner involutions" given at Number Theory Conference 2022 (In honour of Professors Kálmán Győry, János Pintz and András
Sárközy)
in Debrecen can be seen here.

Presentation "Diophantine triples and quadruples with several D(n)-properties" given at Journées Arithmétiques in Istanbul can be seen here.