Examples of convolution products
TL;DRAbstract
In this work we introduce new types of convolution products on the set of the complex-valued continuous functions defined in [0,∞] and we see that there is a geometrical interpretation. Then we show that the corresponding fields of fractions are isomorphic to the classical field of the Mikusiński operators. The idea of transport of structure is essential in this work.
Chat with Paper
AI Agents for this Paper
In this work we introduce new types of convolution products on the set of the complex-valued continuous functions defined in [0,∞] and we see that there is a geometrical interpretation. Then we show that the corresponding fields of fractions are isomorphic to the classical field of the Mikusiński operators. The idea of transport of structure is essential in this work.
Keywords
Chat
Click to start Chat