Piotr Prokopowicz

Prof. Dr. Piotr Prokopowicz

Kazimierz Wielki University, Institute of Computer Science
+1
orcid

Research Focus & Metrics

Academic Career Length

25Years (2002-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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26 March 2019
Verified
Book Chapter
Open access
PDF file
CMCatherine Marechal
Catherine Marechal
Dariusz MikołajewskiDariusz Mikołajewski
Dariusz Mikołajewski
KTKrzysztof Tyburek
Krzysztof Tyburek
PPPiotr Prokopowicz
Piotr Prokopowicz
LBLamine Bougueroua
Lamine Bougueroua
Katarzyna Węgrzyn-WolskaKatarzyna Węgrzyn-Wolska
Katarzyna Węgrzyn-Wolska
Automatic emotion recognition constitutes one of the great challenges providing new tools for more objective and quicker diagnosis, communication and research. Quick and accurate emotion recognition may increase possibilities of computers, robots, and integrated environments to recognize human emotions, and response accordingly to them a social rules. The purpose of this paper is to investigate the possibility of automated emotion representation, recognition and prediction its state-of-the-art and main directions for further research. We focus on the impact of emotion analysis and state of the arts of multimodal emotion detection. We present existing works, possibilities and existing methods to analyze emotion in text, sound, image, video and physiological signals. We also emphasize the most important features for all available emotion recognition modes. Finally, we present the available platform and outlines the existing projects, which deal with multimodal emotion analysis.

1 January 2003
Verified
Book Chapter
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WKWitold Kosiński
Witold Kosiński
PPPiotr Prokopowicz
Piotr Prokopowicz
DŚDominik Ślęzak
Dominik Ślęzak

1 January 2002
Verified
Book Chapter
Closed access
PDF file
WKWitold Kosiński
Witold Kosiński
PPPiotr Prokopowicz
Piotr Prokopowicz
DŚDominik Ślȩzak
Dominik Ślȩzak

3 February 2017 in Bio-Algorithms and Med-Systems
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Journal Article
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EMEmilia Mikołajewska
Emilia Mikołajewska
PPPiotr Prokopowicz
Piotr Prokopowicz
Dariusz MikołajewskiDariusz Mikołajewski
Dariusz Mikołajewski
Background: Proper, early, and exact identification of gait impairments and their causes is regarded as a prerequisite for specific therapy and a useful control tool to assess efficacy of rehabilitation. There is a need for simple tools allowing for quickly detecting general tendencies. Objective: The aim of this paper is to present the outcomes of traditional and fuzzy-based analysis of the outcomes of post-stroke gait reeducation using the NeuroDevelopmental Treatment-Bobath (NDT-Bobath) method. Materials and methods: The research was conducted among 40 adult people: 20 of them after ischemic stroke constituted the study group, and 20 healthy people constituted the reference group. Study group members were treated through 2 weeks (10 therapeutic sessions) using the NDT-Bobath method. Spatio-temporal gait parameters were assessed before and after therapy and compared using novel fuzzy-based assessment tool. Results: Achieved results of rehabilitation, observed as changes of gait parameters, were statistically relevant and reflected recovery. One-number outcomes from the proposed fuzzy-based estimator proved moderate to high consistency with the results of the traditional gait assessment. Conclusions: Observed statistically significant and favorable changes in the health status of patients, described by gait parameters, were reflected also in outcomes of fuzzy-based analysis. Proposed fuzzy-based measure increases possibility of the clinical gait assessment toward more objective clinical reasoning based on common use of the mHealth solutions.

1 December 2013 in IEEE Transactions on Fuzzy Systems
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Journal Article
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WKWitold Kosinski
Witold Kosinski
PPPiotr Prokopowicz
Piotr Prokopowicz
ARAgnieszka Rosa
Agnieszka Rosa
Defuzzification functionals, which play the main role when dealing with fuzzy controllers and fuzzy inference systems, for convex as well for ordered fuzzy numbers, are discussed. Three characteristic conditions for them are formulated. It is shown that most of the known defuzzification functionals satisfy them. Motivations for introducing the extended class of convex fuzzy numbers are presented, together with operations on them.