Adaptive Mathematical Morphology on Irregularly Sampled Signals in Two Dimensions
Document identifier: oai:DiVA.org:ltu-76624
Keyword: Engineering and Technology,
Electrical Engineering, Electronic Engineering, Information Engineering,
Signal Processing,
Teknik och teknologier,
Elektroteknik och elektronik,
Signalbehandling,
Mathematical morphologyPublication year: 2019Abstract: This paper proposes a way of better approximating continuous, two-dimensional morphologyin the discrete domain, by allowing for irregularly sampled input and output signals. We generalizeprevious work to allow for a greater variety of structuring elements, both flat and non-flat. Experimentallywe show improved results over regular, discrete morphology with respect to the approximation ofcontinuous morphology. It is also worth noting that the number of output samples can often be reducedwithout sacrificing the quality of the approximation, since the morphological operators usually generateoutput signals with many plateaus, which, intuitively do not need a large number of samples to be correctlyrepresented. Finally, the paper presents some results showing adaptive morphology on irregularlysampled signals.
Authors
Teo Asplund
Uppsala University
Other publications
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Cris Luengo Hendriks
Flagship Biosciences Inc, Colorado, USA
Other publications
>>
Matthew Thurley
Luleå tekniska universitet; Signaler och system; Innovative Machine Vision Pty Ltd
Other publications
>>
Robin Strand
Uppsala University
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>>
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header:
identifier: oai:DiVA.org:ltu-76624
datestamp: 2021-04-19T12:36:16Z
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recordCreationDate: 2019-11-05
identifier: http://urn.kb.se/resolve?urn=urn:nbn:se:ltu:diva-76624
titleInfo:
@attributes:
lang: eng
title: Adaptive Mathematical Morphology on Irregularly Sampled Signals in Two Dimensions
abstract: This paper proposes a way of better approximating continuous two-dimensional morphologyin the discrete domain by allowing for irregularly sampled input and output signals. We generalizeprevious work to allow for a greater variety of structuring elements both flat and non-flat. Experimentallywe show improved results over regular discrete morphology with respect to the approximation ofcontinuous morphology. It is also worth noting that the number of output samples can often be reducedwithout sacrificing the quality of the approximation since the morphological operators usually generateoutput signals with many plateaus which intuitively do not need a large number of samples to be correctlyrepresented. Finally the paper presents some results showing adaptive morphology on irregularlysampled signals.
subject:
@attributes:
lang: eng
authority: uka.se
topic:
Engineering and Technology
Electrical Engineering Electronic Engineering Information Engineering
Signal Processing
@attributes:
lang: swe
authority: uka.se
topic:
Teknik och teknologier
Elektroteknik och elektronik
Signalbehandling
@attributes:
lang: eng
topic: mathematical morphology
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lang: swe
authority: ltu
topic: Signalbehandling
genre: Research subject
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lang: eng
authority: ltu
topic: Signal Processing
genre: Research subject
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languageTerm: eng
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Submitted
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Asplund
Teo
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affiliation: Uppsala University
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Luengo Hendriks
Cris
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affiliation: Flagship Biosciences Inc Colorado USA
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authority: ltu
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Thurley
Matthew
1971-
role:
roleTerm: aut
affiliation:
Luleå tekniska universitet
Signaler och system
Innovative Machine Vision Pty Ltd
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0000-0001-6186-7116
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Strand
Robin
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type: host
genre: project
titleInfo:
title: Noggranna bildbaserade mätningar genom oregelbunden sampling
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genre: grantAgreement
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titleInfo:
title: Mathematical Morphology : Theory and Applications
identifier: 2353-3390
originInfo:
dateIssued: 2019
publisher: De Gruyter Open
physicalDescription:
form: print
typeOfResource: text