HIGHLIGHTS
- who: Andrei Caragea from the Mathematical Institute for Machine Learning and Data Science (MIDS), Katholische Universitu00e4t Eichstu00e4tt-Ingolstadt, Auf der Schanz, Ingolstadt, Germany have published the research work: A Balian-Low type theorem for Gabor Riesz sequences of arbitrary density, in the Journal: (JOURNAL)
- what: The authors focus on Gabor systems that are also Riesz sequences meaning that one can stably reconstruct the coefficients c = (cu03bb )u03bbu2208u039b from the function u03bbu2208u039b cu03bb u03c0(u03bb)g. Precisely the authors show that if (g u039b) is a Riesz sequence with g being well localized in time and . . .
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