About Converting a Set into a Minimum-Phase Sequence
In this paper we discuss whether a given finite set ofcomplex numbers can be ordered such that the derived sequenceis minimum-phase. Knowing that every sequence can be extendedto a minimum-phase sequence, we conclude that a setcan always be converted to a minimum-phase sequence using anadditional sa...
Main Authors: | , |
---|---|
Format: | Article |
Language: | English |
Published: |
Stefan cel Mare University of Suceava
2009-01-01
|
Series: | Journal of Applied Computer Science & Mathematics |
Subjects: | |
Online Access: | http://www.jacs.usv.ro/getpdf.php?issue=5&paperid=57 |
id |
doaj-0a6a9db1bb534aa585b167eca8248447 |
---|---|
record_format |
Article |
spelling |
doaj-0a6a9db1bb534aa585b167eca82484472020-11-24T22:44:25ZengStefan cel Mare University of SuceavaJournal of Applied Computer Science & Mathematics2066-42732066-31292009-01-01354856About Converting a Set into a Minimum-Phase SequenceJaakko AstolaCorneliu RusuIn this paper we discuss whether a given finite set ofcomplex numbers can be ordered such that the derived sequenceis minimum-phase. Knowing that every sequence can be extendedto a minimum-phase sequence, we conclude that a setcan always be converted to a minimum-phase sequence using anadditional sample. We characterize several types of sets that canbe ordered in minimum-phase sequences with no additionalsample. These sets do not span the sets of all real or complexsequences of finite length.http://www.jacs.usv.ro/getpdf.php?issue=5&paperid=57signal reconstructionSchur transform |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Jaakko Astola Corneliu Rusu |
spellingShingle |
Jaakko Astola Corneliu Rusu About Converting a Set into a Minimum-Phase Sequence Journal of Applied Computer Science & Mathematics signal reconstruction Schur transform |
author_facet |
Jaakko Astola Corneliu Rusu |
author_sort |
Jaakko Astola |
title |
About Converting a Set into a Minimum-Phase Sequence |
title_short |
About Converting a Set into a Minimum-Phase Sequence |
title_full |
About Converting a Set into a Minimum-Phase Sequence |
title_fullStr |
About Converting a Set into a Minimum-Phase Sequence |
title_full_unstemmed |
About Converting a Set into a Minimum-Phase Sequence |
title_sort |
about converting a set into a minimum-phase sequence |
publisher |
Stefan cel Mare University of Suceava |
series |
Journal of Applied Computer Science & Mathematics |
issn |
2066-4273 2066-3129 |
publishDate |
2009-01-01 |
description |
In this paper we discuss whether a given finite set ofcomplex numbers can be ordered such that the derived sequenceis minimum-phase. Knowing that every sequence can be extendedto a minimum-phase sequence, we conclude that a setcan always be converted to a minimum-phase sequence using anadditional sample. We characterize several types of sets that canbe ordered in minimum-phase sequences with no additionalsample. These sets do not span the sets of all real or complexsequences of finite length. |
topic |
signal reconstruction Schur transform |
url |
http://www.jacs.usv.ro/getpdf.php?issue=5&paperid=57 |
work_keys_str_mv |
AT jaakkoastola aboutconvertingasetintoaminimumphasesequence AT corneliurusu aboutconvertingasetintoaminimumphasesequence |
_version_ |
1725691830783180800 |