PAPERS:
- D. Crnković, D. Dumičić Danilović, S. Rukavina, M. Šimac,
**On some new Steiner 2-designs S(2,5,45)**, Util. Math., to appear.
- D. Crnković, D. Dumičić Danilović, S. Rukavina,
*On symmetric (78,22,6) designs and related self-orthogonal codes*, Util. Math., to appear.
- D. Crnković, D. Dumičić Danilović, S. Rukavina,
*Enumeration of symmetric (45,12,3) designs with nontrivial automorphisms*, J. Algebra Comb. Discrete Struct. Appl. 3 (2016), 145-154. (http://dergipark.ulakbim.gov.tr/jacodesmath/article/view/5000198237)
- D. Crnković, D. Dumičić Danilović,
*Finding unitals in symmetric designs using a modified genetic algorithm*, Math. Pannon. 24 (2013), 183-196.
INTERNATIONAL CONFERENCES:
- Dumičić Danilović, Doris; Crnković Dean, Application of a genetic algorithm on block designs, Colloquium on Combinatorics, Paderborn, Germany, November 4-5, 2016
- Dumičić Danilović, Doris; Crnković Dean; Rukavina Sanja,
On construction of 2-designs and related self-orthogonal codes,6th Croatian Mathematical Congress Zagreb, Croatia, June 14-17, 2016
- Dumičić Danilović, Doris; Crnković Dean; Rukavina Sanja, Block designs and self-orthogonal codes constructed from orbit matrices, NETCOD16 Network Coding and Designs Dubrovnik, Croatia, April 4-8, 2016
- Dumičić Danilović, Doris; Crnković Dean; Rukavina Sanja,
On construction of block designs, PhD Summer School in Discrete Mathematics Rogla, Slovenia, 27 June-3 July, 2015.
- Dumičić Danilović, Rukavina Sanja,
Preservice mathematics teachers’ problem solving processes when working on two nonroutine geometry problems, The 5th International Scientific Colloquium MATHEMATICS AND CHILDREN (Teaching and Learning Mathematics Osijek, Croatia May 29-30, 2015.
- Dumičić Danilović, Doris; Crnković Dean; Rukavina Sanja,
Construction of block designs admitting a solvable automorphism group,ALCOMA15 Algebraic combinatorics and applications Kloster Banz, Germany March, 15-20, 2015. http://alcoma15.uni-bayreuth.de/
MONOGRAPH - PAPER:
- D. Dumičić Danilović, S. Rukavina, Preservice mathematics teachers’ problem solving processes when working on two nonroutine geometry problems,Higher goals in mathematics education, monograph, Osijek, (2015), 205-226
Last updated: 6.2.2017. |