Browsing by Author Acketa, Dragan

Showing results 1 to 11 of 11
Author(s)TitleIssue DateAppears inRank
Acketa, Dragan; Matić-Kekić, S.; Žunić, Joviša An algorithm for a simple construction of suboptimal digital convex polygons1992YUJOR - The Yugoslav Journal of Operations Research; 73-81
Acketa, Dragan; Žunić, Joviša A Constant Space Representation of Digital Cubic Parabolas1996Publications de l'Institut Mathématique; 59(73); 169-176
Matić-Kekić, Snežana; Acketa, Dragan; Žunić, Joviša An exact construction of digital convex polygons with minimal diameter6-Apr-1996Discrete Mathematics; 150(1-3); 303-313
Žunić, Joviša ; Acketa, DraganGeneral coding scheme for families of digital curve segments1-Jan-1998Graphical Models and Image Processing; 60(6); 437-460M21
Žunić, Joviša ; Acketa, DraganLeast squares fitting of digital polynomial segments1-Jan-1996Lecture Notes in Computer Science (including subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics); 6th International Workshop on Discrete Geometry for Computer Imagery, DGCI 1996; Lyon; France; 13 November 1996 through 15 November 1996; 1176; 17-23
Acketa, Dragan; Matić-Kekić, Snežana; Žunić, Joviša LIMITATIONS FOR THE NON-SYMMETRIC PART OF LATTICE CONVEX n-GONS WITH MINIMUM L ∞ DIAMETER1997Filomat; 11; 19-28
Acketa, Dragan; Matić-Kekić, Snežana; Žunić, Joviša A linear algorithm for construction of optimal digital convex 2K-gons1993YUJOR - The Yugoslav Journal of Operations Research; 159-170
Acketa, Dragan; Žunić, Joviša The minimal size of a square which includes a digital convex 2K–gon1993Bulletin of the Australian Mathematical Society; 48(3); 465-474M23
Acketa, Dragan; Žunić, Joviša On the maximal number of edges of convex digital polygons included into an m × m-grid1-Jan-1995Journal of Combinatorial Theory, Series A; 69(2); 358-368
Acketa, Dragan; Žunić, Joviša On the number of linear partitions of the (m, n)-grid17-May-1991Information Processing Letters; 38(3); 163-168
Acketa, Dragan; Žunić, Joviša A simple construction of a digital convex n-gon with almost minimal diameter1-Jan-1994Information Sciences; 77(3-4); 275-291