Paper ID # | Paper Title | Authors | Country | Final Paper |
SZB-001 | A Fast Learning Method Using Cost Matrices for Morphological Neural Networks | Hajime Nobuhara, Barnabás Bede, Kaoru Hirota | Japan, Hungary | |
SZB-002 | Neural Motor Control | Péter Odry, Gábor Kávai | Serbia and Montenegro | |
SZB-003 | Reliability Analysis of Electronic Systems using Markov Models | István Matijevics, Zoltán Jeges | Serbia and Montenegro | |
SZB-004 | IIR Half-band Filter Design with TMS320VC33 DSP | Ottó Nyári, Tibor Szakáll, Péter Odry | Serbia and Montenegro | |
SZB-005 | Application of Stochastic Adding A/D Conversion in Adaptive Measurement and Fuzzyfication | Károly Nagy, Vladimir Vujičić | Serbia and Montenegro | |
SZB-006 | E-learning - A Prerequisite for the Web Authoring System Realization | Sanja Maravić Čisar, Dragica Radosav | Serbia and Montenegro | |
SZB-007 | An e-Learning Multilingual Dictionary (OpenDict) | Livia Szedmina, Zlatko Covic, Theresa Gattringer-Sabino, Markus Risthaus | Serbia and Montenegro, Austria | |
SZB-008 | The Syntax Zooming | Aleksandar Perović, Nedeljko Stefanović, Aleksandar Jovanović | Serbia and Montenegro | |
SZB-009 | Automatic Construction of Surface Model | Miroslav Marić, Filip Marić, Zarko Mijajlović, Bosko Jovanović | Serbia and Montenegro | |
SZB-010 | Fractal Analysis of Artificial and Cerebellar Signals at Sampling Frequencies of 32-4096 Hz | Sladjana Spasić, Milka Ćulić, Gordana Grbić, Ljiljana Martać, Aleksandar Jovanović | Serbia and Montenegro | |
SZB-011 | Comparison of E-Learning Platforms | Robert Pinter, Dragica Radosav | Serbia and Montenegro | |
SZB-012 | Orientation and Guidance within Doors | Marianna Sipos | Hungary | |
SZB-013 | Models of Oligopolist`s Behaviour in the Market | Éva Pataki | Serbia and Montenegro | |
SZB-014 | Max-Product Shepard Approximation Operators | Barnabás Bede, Hajime Nobuhara, János Fodor, Kaoru Hirota | Hungary, Japan | |
SZB-015 | Difference Representations of the Choquet Integral with Respect to a Signed Fuzzy Measure | Biljana Mihailović, Endre Pap, Nebojsa Ralević | Serbia and Montenegro | |
SZB-016 | Newton's Method with Accelerated Convergence Modifed by an Aggregation Operator | Tibor Lukić, Nebojsa M. Ralević | Serbia and Montenegro | |
SZB-017 | How to Implement FSQL and Priority Queries | Aleksandar Takači, Srđan Skrbić | Serbia and Montenegro | |
SZB-018 | Thermo Pump | Róbert Sánta | Serbia and Montenegro | Final Paper |
SZB-019 | Weak Convergence of Random Sets | Endre Pap, Tatjana Grbić, Ljubo Nedović, Nebojsa M. Ralević | Serbia and Montenegro | |
SZB-020 | Copulas as Aggregation Operators | Endre Pap | Serbia and Montenegro | |
SZB-021 | An Integrated Approach to Model Driven Control of Robots at Placing for Assembly | László Horváth, Imre J. Rudas | Hungary | |
SZB-022 | Student Profile Based Virtual Classroom | József Gáti, Gyula Kártyás | Hungary | |
SZB-023 | Pseudo-Laplace Type Transform Based on a Pair of Generated Pseudo-Operations with Two Parameters as Pseudo-aggregation Operator | Ivana Stajner-Papuga | Serbia and Montenegro | |
SZB-024 | Vector Interpolative Logic | Dragan Radojević, Zvonko Marić | Serbia and Montenegro | |
SZB-025 | Geometric Identification and Control of Nonlinear Dynamic Systems Based on Floating Basis Vector Representation | József K. Tar, Imre J. Rudas, Miklós Rontó | Hungary | |
SZB-026 | Modeling Decision Making under Uncertainty and Vagueness | Otilija Sedlak, Zoran Ćirić | Serbia and Montenegro | |
SZB-027 | Analysing Time Series Data by Means of Forecasting Models | Zita Bosnjak, Miodrag Stojković, Sasa Bosnjak | Serbia and Montenegro | |
SZB-028 | Preference Relations and their Generator Functions | Bernard De Baets, János Fodor | Belgium, Hungary | Final Paper |
SZB-029 | Error Analysis and Correction of a High Precision Co-ordinate Table | Gyula Hermann | Hungary | |
SZB-030 | The Cycle-transitivity Framework | Bernard De Baets | Belgium | Final Paper |