Lukic Tibor,Balazs Peter (2024) Moment preserving tomographic image reconstruction model, IMAGE AND VISION COMPUTING, vol. 146, br. , str. - (Article) 

Marceta Marina,Lukic Tibor (2022) Regularized graph cuts based discrete tomography reconstruction methods, JOURNAL OF COMBINATORIAL OPTIMIZATION, vol. 44, br. 4, str. 2324-2346 (Article) 

Lukic Tibor,Balazs Peter (2022) Limited-view binary tomography reconstruction assisted by shape centroid, VISUAL COMPUTER, vol. 38, br. 2, str. 695-705 (Article) 

Lukic Tibor,Balazs Peter (2020) Shape circularity assisted tomography reconstruction, PHYSICA SCRIPTA, vol. 95, br. 10, str. - (Article) 

Nagy Benedek,Lukic Tibor (2020) Binary tomography on the isometric tessellation involving pixel shape orientation, IET IMAGE PROCESSING, vol. 14, br. 1, str. 25-30 (Article) 

Lukic Tibor,Nagy Benedek (2019) Regularized binary tomography on the hexagonal grid, PHYSICA SCRIPTA, vol. 94, br. 2, str. - (Article) 

Lukic Tibor,Balazs Peter (2016) Binary tomography reconstruction based on shape orientation, PATTERN RECOGNITION LETTERS, vol. 79, br. , str. 18-24 (Article) 

Nagy Benedek,Lukic Tibor (2016) Dense Projection Tomography on the Triangular Tiling, FUNDAMENTA INFORMATICAE, vol. 145, br. 2, str. 125-141 (Article) 

Lukic Tibor,Nagy Benedek (2014) Deterministic discrete tomography reconstruction by energy minimization method on the triangular grid, PATTERN RECOGNITION LETTERS, vol. 49, br. , str. 11-16 (Article) 

Lukic Tibor,Zunic Jovisa (2014) A non-gradient-based energy minimization approach to the image denoising problem, INVERSE PROBLEMS, vol. 30, br. 9, str. - (Article) 

Lukic Tibor,Lindblad Joakim,Sladoje Natasa (2011) Regularized image denoising based on spectral gradient optimization, INVERSE PROBLEMS, vol. 27, br. 8, str. - (Article) 

Lukic Tibor,Ralevic Nebojsa M (2008) Geometric mean Newton's method for simple and multiple roots, APPLIED MATHEMATICS LETTERS, vol. 21, br. 1, str. 30-36 (Article) 

Lindblad Joakim,Sladoje Natasa,Lukic Tibor (2006) Feature based defuzzification in Z(2) and Z(3) using a scale space approach, DISCRETE GEOMETRY FOR COMPUTER IMAGERY, PROCEEDING, vol. 4245, br. , str. 379-390 (Article)