
Ilona Nowosad- PhD
- University of Social and Media Culture in Toruń
Ilona Nowosad
- PhD
- University of Social and Media Culture in Toruń
Looking for collaboration
About
7
Publications
406
Reads
How we measure 'reads'
A 'read' is counted each time someone views a publication summary (such as the title, abstract, and list of authors), clicks on a figure, or views or downloads the full-text. Learn more
25
Citations
Introduction
Current institution
University of Social and Media Culture in Toruń
Publications
Publications (7)
Artykuł przedstawia innowacyjną hybrydową metodę optymalizacji opartą na algorytmie pszczelim, wykorzystującą arytmetykę skierowanych liczb rozmytych. Głównym celem tej połączonej metody jest wierniejsze odzwierciedlenie mechanizmów podejmowania decyzji przez pszczoły, znanych jako taniec wstrząsowy. Zastosowanie notacji skierowanych liczb rozmytyc...
The article presents various approaches in the field of sound visualization based on hi-tech audiovisual systems and specialized software targeted at generating diverse graphical forms responding to sound in real-time. Concepts of interactive audiovisual systems, sound-reactive programming software and immersive environments refer to synergy of sou...
Data compression and related techniques play a fundamental role in the present media world. Technological progress and common digitalization observed nowadays in media coverage exploit a great range of algorithms and techniques of data compression and transmission. Large number of data and digital information, being stored, processed or transferred...
The author presents various approaches particularly in the field of visual arts and sound visualization based on hi-tech artificial agents and audiovisual systems. The number of digital artists and designers who tend to computational creativity has rapidly grown in recent years and their artworks and generative visuals that manifest the new cultura...
We show that on finite incidence algebras every local derivation is a derivation.
We describe all Kadison algebras of the form S⁻¹k[t], where k is an algebraically closed field and S is a multiplicative subset of k[t]. We also describe all Kadison algebras of the form k[t]/I, where k is a field of characteristic zero.