A Generalization of Majority Voting Scheme for Medical Image Detectors. - Henrietta Tomán; Laszlo Kovacs; Agnes Jonas; Lajos Hajdu; András Hajdu (HAIS (2), 2011)

Generalized Weighted Majority Voting with an Application to Algorithms Having Spatial Output. - Henrietta Tomán; Laszlo Kovacs; Agnes Jonas; Lajos Hajdu; András Hajdu (HAIS (2), 2012)

Diversity Measures for Majority Voting in the Spatial Domain. - András Hajdu; Lajos Hajdu; Laszlo Kovacs; Henrietta Tomán (HAIS, 2013)

Generalizing the Majority Voting Scheme to Spatially Constrained Voting. - András Hajdu; Lajos Hajdu; Agnes Jonas; Laszlo Kovacs; Henrietta Tomán (IEEE Trans. Image Process., 2013)

Improving the performance of an ensemble-based exudate detection system using stochastic parameter optimization. - János Tóth; Henrietta Tomán; András Hajdu (EMBC, 2015)

Geometric Investigations in Loop Theory and in Image Processing - Henrietta Tomán (2015)

Composing ensembles by a stochastic approach under execution time constraint. - András Hajdu; Henrietta Tomán; Laszlo Kovacs; Lajos Hajdu (ICPR, 2016)

Detecting outlier and poor quality medical images with an ensemble-based deep learning system. - Attila Tiba; Zsombor Bartik; Henrietta Tomán; András Hajdu (ISPA, 2019)

Accelerating the Optimization of a Segmentation Ensemble using Image Pyramids. - János Tóth; Tibor Péter Kapusi; Balázs Harangi; Henrietta Tomán; András Hajdu (ISPA, 2019)

Optimizing Majority Voting Based Systems Under a Resource Constraint for Multiclass Problems. - Attila Tiba; András Hajdu; György Terdik; Henrietta Tomán (CoRR, 2019)

Binary classifiers' outputs for ensemble creation. - Attila Tiba; András Hajdu; Henrietta Tomán; György Terdik (IEEE DataPort, 2019)

A stochastic approach to handle knapsack problems in the creation of ensembles. - András Hajdu; György Terdik; Attila Tiba; Henrietta Tomán (CoRR, 2020)

Efficient sampling-based energy function evaluation for ensemble optimization using simulated annealing. - János Tóth; Henrietta Tomán; András Hajdu (Pattern Recognit., 2020)

A stochastic approach to handle resource constraints as knapsack problems in ensemble pruning. - András Hajdu; György Terdik; Attila Tiba; Henrietta Tomán (Mach. Learn., 2022)