Paper available: Baseline Detection in Chromatograms
Uwe R. Zimmer, AG vP
uzimmer at informatik.uni-kl.de
Tue Jun 27 12:43:00 EDT 1995
Paper available via WWW / FTP:
keywords: chromatography, baseline detection, artificial neural
networks, self-organization, constraint topologic mapping,
fuzzy logic
------------------------------------------------------------------
Deriving Baseline Detection Algorithms from Verbal Descriptions
------------------------------------------------------------------
Baerbel Herrnberger & Uwe R. Zimmer
(submitted for publication)
This paper is on baseline detection in chromatography, a widely
used technique for evaluating complex mixtures of substances in
analytical chemistry. The resulting chromatograms are
characterized by peaks indicating the presence and the amount of
certain substances. Due to disturbances of various kinds,
chromatograms have to be corrected for baseline before taking
further measurements on these peaks.
The presented strategy of automatic baseline detection combines
fuzzy logic and neural network approaches. It is based on a verbal
description of a baseline refering to a 2D image of a chromatogram
instead of a data vector. Baselines are expected to touch data
points on the lower border of the chromatogram forming a mainly
horizontal and straight line. That description has been translated
into a couple of algorithms in a two-stage approach with the first
stage proceeding on a local, and the second proceeding on a global
level.
The first stage assigns a value regarded as the degree of baseline
membership or significance to each data point - the second uses a
global optimization strategy for coordinating these significances
and for producing the final curve, simultaneously.
Expecting no single feature being sufficient for
baseline/non-baseline discrimination, a couple of features is
extracted. Deriving them from a 2D image, positional relations
between data points can be considered. The type of feature fusion
is derived from a cost function upon a set of pre-classified data
points. Constrained topological mapping will be the basis for the
second stage.
The statistical stability of the proposed approach is superior to
known techniques, while keeping the computational effort low.
(5 pages - 432 KB)
for the WWW-link:
------------------------------------------------------------------
http://ag-vp-www.informatik.uni-kl.de/Leute/Uwe/abs.Baseline.html
------------------------------------------------------------------
for the homepage of the authors (including more reports):
------------------------------------------------------------------
http://ag-vp-www.informatik.uni-kl.de/Leute/Uwe/bahe.html
http://ag-vp-www.informatik.uni-kl.de/Leute/Uwe/
------------------------------------------------------------------
or for the ftp-server hosting the file:
------------------------------------------------------------------
ftp://ag-vp-ftp.informatik.uni-kl.de/Public/Neural_Networks/
Reports/Herrnberger.Baseline.ps.Z
------------------------------------------------------------------
-----------------------------------------------------
-----
Uwe R. Zimmer ---
University of Kaiserslautern - Computer Science Department |
67663 Kaiserslautern - Germany |
------------------------------.--------------------------------.
Phone:+49 631 205 2624 | Fax:+49 631 205 2803 |
------------------------------.--------------------------------.
http://ag-vp-www.informatik.uni-kl.de/Leute/Uwe/ |
More information about the Connectionists
mailing list