CORDIS Project
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This project explores the properties of mathematical mappings between function spaces, focusing on their boundedness and compactness. The findings aim to enhance understanding in various mathematical fields, including differential equations and harmonic analysis.
Our investigation is in the area of functional analysis and concerns boundedness and compactness properties of mappings between function spaces, estimates and asymptotic behaviour of characteristic numbers of integral operators and also embeddings between function spaces.
The expected results may be useful for solutions of a number of actual problems in neighbouring mathematical areas such as the theory of differential and integral equations, interpolation theory, harmonic analysis, probability…
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