This book contains a collection of short papers based on the presentations given at the international conference on Hypercomplex Analysis and its Applications celebrating Paula Cerejeiras’ 60th birthday. These papers present the latest results as well as overviews on specific topics in the areas of hypercomplex and harmonic analysis as well as their connections with partial differential equations and spectral theory.
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Nelson Faustino is a Portuguese-born mathematician. Currently he is an invited assistant professor at University of Aveiro. He has been part of projects funded by the National Science Foundation of Portugal and has been a scholarship holder of the State Science Foundation of São Paulo, Brazil.
Milton Ferreira is adjunct professor at the Polytechnic University of Leiria since 2008. He has more than 40 publications covering different areas of mathematics such as representation theory, quaternionic and Clifford analysis, gyrogroups, and fractional calculus. He made several oral communications at international meetings.
Uwe Kähler is a professor of mathematics at the University of Aveiro. His main research field is hypercomplex and harmonic analysis and their applications. He is author of more than 100 publications and member of the editorial board in several journals. He is currently president of ISAAC and involved in several projects.
Nelson Vieira is an assistant professor of mathematics at the University of Aveiro. He has more than 50 publications in several fields of mathematics including fractional calculus, neural networks, and hypercomplex analysis. He has organized several scientific meetings and participated in several projects both as a member of the research team or principal researcher.
This book contains a collection of short papers based on the presentations given at the international conference on Hypercomplex Analysis and its Applications celebrating Paula Cerejeiras’ 60th birthday. These papers present the latest results as well as overviews on specific topics in the areas of hypercomplex and harmonic analysis as well as their connections with partial differential equations and spectral theory.
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