Joan Peuteman - researchr alias

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Viewing Publication 1 - 14 from 14

2022

Implementing the Practically-Oriented Curricular in the Field of Cyber-Physical Systems: A Case Study of the School for Ukrainian StudentsAnatolijs Zabasta, Joan Peuteman, Nadezhda Kunicina, Volodymyr Kazymyr, Andrii Hnatov, Volodymyr Sistuk, Martins Bisenieks. icl 2023: 861-872 [doi]

2015

Multiplicative finite impulse response filters: implementations and applications using field programmable gate arraysJean-Jacques Vandenbussche, Peter Lee 0002, Joan Peuteman. iet-spr, 9(5):449-456, 2015. [doi]

2014

On the Accuracy of Digital Phase Sensitive Detectors Implemented in FPGA TechnologyJean-Jacques Vandenbussche, Peter Lee 0002, Joan Peuteman. tim, 63(8):1926-1936, 2014. [doi]

2013

On the coefficient quantization of Multiplicative FIR filtersJean-Jacques Vandenbussche, Peter Lee 0002, Joan Peuteman. dsp, 23(2):689-700, 2013. [doi]

Algorithm Parallelization Using Software Design Patterns, an Embedded Case Study ApproachRobbie Vincke, Sille Van Landschoot, Piet Cordemans, Joan Peuteman, Eric Steegmans, Jeroen Boydens. 3pgcic 2013: 470-473 [doi]

2011

Averaging techniques without requiring a fast time-varying differential equationJoan Peuteman, Dirk Aeyels. automatica, 47(1):192-200, 2011. [doi]

2008

Analysis of Time and Frequency Domain Performance of MFIR FiltersJean-Jacques Vandenbussche, Peter Lee, Joan Peuteman. csreaESA 2008: 323-329

2002

A duality principle for homogeneous vectorfields with applicationsLuc Moreau, Dirk Aeyels, Joan Peuteman, Rodolphe Sepulchre. scl, 47(1):37-46, 2002. [doi]

Exponential Stability of Slowly Time-Varying Nonlinear SystemsJoan Peuteman, Dirk Aeyels. mcss, 15(3):202-228, 2002. [doi]

Exponential Stability of Nonlinear Time-Varying Differential Equations and Partial AveragingJoan Peuteman, Dirk Aeyels. mcss, 15(1):42-70, 2002. [doi]

2000

Boundedness Properties For Time-Varying Nonlinear SystemsJoan Peuteman, Dirk Aeyels, Rodolphe Sepulchre. siamco, 39(5):1408-1422, 2000. [doi]

1999

On exponential stability of nonlinear time-varying differential equationsDirk Aeyels, Joan Peuteman. automatica, 35(6):1091-1100, 1999. [doi]

1998

A new asymptotic stability criterion for nonlinear time-variant differential equationsDirk Aeyels, Joan Peuteman. tac, 43(7):968-971, 1998. [doi]

Asymptotic stability for time-variant systems and observability: Uniform and nonuniform criteriaDirk Aeyels, Rodolphe Sepulchre, Joan Peuteman. mcss, 11(1):1-27, 1998. [doi]

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