Abstract
Based on five different mappings of a function on a circle (i.e. a periodic function) to a function on a line or a line segment (i.e. a non-periodic function), measures for the width of a periodic function (expressed in terms of centered second-order moments) are defined, and the associated uncertainty-type relationships are derived, using a generalized version of the Cauchy-Schwarz inequality.
| Original language | English |
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| Title of host publication | Proc. SPS 2004, Fourth IEEE Benelux Signal Processing Symposium, Hilvarenbeek, Netherlands |
| Editors | W. Philips |
| Pages | 37-40 |
| Publication status | Published - 2004 |
| Event | conference; Fourth IEEE Benelux Signal Processing Symposium, Hilvarenbeek, Netherlands; 2004-04-15; 2004-04-16 - Duration: 15 Apr 2004 → 16 Apr 2004 |
Conference
| Conference | conference; Fourth IEEE Benelux Signal Processing Symposium, Hilvarenbeek, Netherlands; 2004-04-15; 2004-04-16 |
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| Period | 15/04/04 → 16/04/04 |
| Other | Fourth IEEE Benelux Signal Processing Symposium, Hilvarenbeek, Netherlands |