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Krzysztof Bartecki
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2020 – today
- 2024
- [j5]Krzysztof Bartecki:
Classical vs. neural network-based PCA approaches for lossy image compression: Similarities and differences. Appl. Soft Comput. 161: 111721 (2024) - [j4]Krzysztof Bartecki:
Multidirectional cascade of square MIMO LTI subsystems: Transfer function representation. J. Frankl. Inst. 361(9): 106888 (2024) - 2022
- [c10]Przemyslaw Krupiarz, Krzysztof Bartecki:
Practical Implementation of Anti-Skew Fuzzy Logic Controller for Semi-Gantry Crane. MMAR 2022: 336-341 - [c9]Michal Jurkiewicz, Robert Janicki, Wojciech P. Hunek, Krzysztof Bartecki, Pawel Majewski:
Control system for an innovative electrostatic enameling process of water tanks' interiors. MMAR 2022: 388-393 - 2020
- [j3]Krzysztof Bartecki:
Approximate State-Space and Transfer Function Models for 2×2 Linear Hyperbolic Systems with Collocated Boundary Inputs. Int. J. Appl. Math. Comput. Sci. 30(3): 475-491 (2020) - [j2]Krzysztof Bartecki:
Rational Transfer Function Model for a Double-Pipe Parallel-Flow Heat Exchanger. Symmetry 12(8): 1212 (2020) - [c8]Krzysztof Bartecki:
Rational Transfer Function Approximation Model for 2 ˟ 2 Hyperbolic Systems with Collocated Boundary Inputs. KKA 2020: 56-67
2010 – 2019
- 2019
- [c7]Krzysztof Bartecki:
Approximation state-space model for 2×2 hyperbolic systems with collocated boundary inputs. MMAR 2019: 513-518 - [c6]Dariusz Król, Jan Skowronski, Maciej Zareba, Krzysztof Bartecki:
Development of a Decision Support Tool for Intelligent Manufacturing using Classification and Correlation Analysis. SMC 2019: 88-94 - 2015
- [c5]Krzysztof Bartecki:
State-space representations for 2×2 hyperbolic systems with boundary inputs. MMAR 2015: 241-246 - 2014
- [c4]Krzysztof Bartecki:
Spatio-temporal responses of a class of 2×2 hyperbolic systems. MMAR 2014: 612-617 - 2013
- [j1]Krzysztof Bartecki:
A general transfer function representation for a class of hyperbolic distributed parameter systems. Int. J. Appl. Math. Comput. Sci. 23(2): 291-307 (2013) - 2012
- [c3]Krzysztof Bartecki:
Neural Network-Based PCA: An Application to Approximation of a Distributed Parameter System. ICAISC (1) 2012: 3-11 - [c2]Krzysztof Bartecki:
A transfer function representation for a class of hyperbolic systems. MMAR 2012: 611-616 - 2011
- [c1]Krzysztof Bartecki:
Approximation of a class of distributed parameter systems using proper orthogonal decomposition. MMAR 2011: 351-356
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