Ksenija Horvatić-Baldasar (1929 - )

[1] Horvatić-Baldasar, K., A contribution to the classification of semi-biplanes with 10 points on a line, Rad JAZU 4(1985), 7-13.

[2] Horvatić-Baldasar, K., The elation semi-biplane with 26 points on a line, Rad JAZU 4(1985), 15-19.

[3] Horvatić-Baldasar, K., Kramer, E., Matulić-Bedenić, I., Biplanes with k = 16 points on a line, Rad JAZU 4(1985), 125-127.

[4] Horvatić-Baldasar, K., An elation semi-biplane with 14 points on a line, Glasnik mat.. 21(1986), 35-39.

[5] Horvatić-Baldasar, K., Kramer, E., Matulić-Bedenić, I., Projective planes of order 12 do not have an Abelian group of order 6 as a collineation group, Punime matematike 1(1986), 75-81.

[6] Horvatić-Baldasar, K., Kramer, E., Matulić-Bedenić, I., A contribution to the classification of biplanes of order 9, Rad JAZU 6(1987), 25-29.

[7] Horvatić-Baldasar, K., Kramer, E., Matulić-Bedenić, I., On full collineation group of projective planes of order 12, Punime matematike 2(1987), 9-11.

[8] Horvatić-Baldasar, K., An elation semi-biplane with 34 points on a line, Rad JAZU 8(1989), 47-51.

[9] Horvatić-Baldasar, K., Kramer, E., Matulić-Bedenić, I., On a Projective plane of order 11 with Frobenius group of order 21, Radovi matematički 6(1990), 71-76.

[10] Horvatić-Baldasar, K., Kramer, E., Matulić-Bedenić, I., On 2-(85,28,9) designs, Punime matematike 4(1991), 56-60.

[11] Matulić-Bedenić, I., Horvatić-Baldasar, K., On infinite series of biplanes of order n ≠ 2 prime number with Frobenius group Fn(n-1), Rad HAZU 12(1995), 7-12.

[12] Horvatić-Baldasar, K., Kramer, E., Matulić-Bedenić, Construction of New Symmetric Designs with Parameters (66,26,10), Journal of Combinatorial Designs &(1995), 406-410.

[13] Horvatić-Baldasar, K., Matulić-Bedenić, I., Mandekić-Botteri, V., On possibleInfinite Series of Symmetric Block-designs with Parameters 2-(9λ+4,3λ+1,λ), Rad HAZU 14(2003), 9-16.

 

 

 

 

Povratak