QUANTITATIVE MEASUREMENT OF 2-COMPONENT PH-SENSITIVE COLORIMETRIC SPECTRA USING MULTILAYER NEURAL NETWORKS

被引:7
作者
LIN, CW
LAMANNA, JC
TAKEFUJI, Y
机构
[1] CASE WESTERN RESERVE UNIV,CTR AUTOMAT & INTELLIGENT SYST RES,DEPT NEUROL,CLEVELAND,OH 44106
[2] CASE WESTERN RESERVE UNIV,CTR AUTOMAT & INTELLIGENT SYST RES,DEPT ELECT ENGN & APPL PHYS,CLEVELAND,OH 44106
[3] CASE WESTERN RESERVE UNIV,CTR AUTOMAT & INTELLIGENT SYST RES,DEPT BIOMED ENGN,CLEVELAND,OH 44106
关键词
D O I
10.1007/BF02414886
中图分类号
TP3 [计算技术、计算机技术];
学科分类号
0812 ;
摘要
The purpose of this research was to develop a noise tolerant and faster processing approach for in vivo and in vitro spectrophotometric applications where distorted spectra are difficult to interpret quantitatively. A PC based multilayer neural network with a sigmoid activation function and a generalized delta learning rule was trained with a two component (protonated and unprotonated form) pH-dependent spectrum generated from microspectrophotometry of the vital dye neutral red (NR). The network makes use of the digitized absorption spectrum between 375 and 675 nm. The number of nodes in the input layer was determined by the required resolution. The number of output nodes determined the step size of the quantization value used to distinguish the input spectra (i.e. defined the number of distinct output steps). Mathematic analysis provided the conditions for which this network is guaranteed to converge. Simulation results showed that features of the input spectrum were successfully identified and stored in the weight matrix of the input and hidden layers. After convergent training with typical spectra, a calibration curve was constructed to interpret the output layer activity and therefore, predict interpolated pH values of unknown spectra. With its built-in redundant presentation, this approach needed no preprocessing procedures (baseline correction or intensive signal averaging) normally used in multicomponent analyses. The identification of unknown spectra with the activities of the output layer is a one step process using the convergent weight matrix. After learning from examples, real time applications can be accomplished without solving multiple linear equations as in the multiple linear regression method. This method can be generalized to pattern oriented sensory information processing and multi-sensor data fusion for quantitative measurement purposes.
引用
收藏
页码:303 / 308
页数:6
相关论文
共 13 条
[1]   NEURAL NETWORKS AND PRINCIPAL COMPONENT ANALYSIS - LEARNING FROM EXAMPLES WITHOUT LOCAL MINIMA [J].
BALDI, P ;
HORNIK, K .
NEURAL NETWORKS, 1989, 2 (01) :53-58
[2]   ADAPTIVE ASSOCIATIVE MEMORY PRINCIPLE [J].
KOHONEN, T .
IEEE TRANSACTIONS ON COMPUTERS, 1974, C 23 (04) :444-445
[3]   SELF-ORGANIZED FORMATION OF TOPOLOGICALLY CORRECT FEATURE MAPS [J].
KOHONEN, T .
BIOLOGICAL CYBERNETICS, 1982, 43 (01) :59-69
[4]   THE USE OF NEUTRAL RED AS AN INTRACELLULAR PH INDICATOR IN RAT-BRAIN CORTEX INVIVO [J].
LAMANNA, JC ;
MCCRACKEN, KA .
ANALYTICAL BIOCHEMISTRY, 1984, 142 (01) :117-125
[5]   INTRACELLULAR PH DETERMINATION BY ABSORPTION SPECTROPHOTOMETRY OF NEUTRAL RED [J].
LAMANNA, JC .
METABOLIC BRAIN DISEASE, 1987, 2 (03) :167-182
[6]   SPECTROPHOTOMETRIC MEASUREMENTS OF METABOLICALLY INDUCED PH CHANGES IN FROG SKELETAL-MUSCLE [J].
MACDONALD, VW ;
KEIZER, JH ;
JOBSIS, FF .
ARCHIVES OF BIOCHEMISTRY AND BIOPHYSICS, 1977, 184 (02) :423-430
[7]   IDENTIFICATION OF THE H-1-NMR SPECTRA OF COMPLEX OLIGOSACCHARIDES WITH ARTIFICIAL NEURAL NETWORKS [J].
MEYER, B ;
HANSEN, T ;
NUTE, D ;
ALBERSHEIM, P ;
DARVILL, A ;
YORK, W ;
SELLERS, J .
SCIENCE, 1991, 251 (4993) :542-544
[8]   A SIMPLIFIED NEURON MODEL AS A PRINCIPAL COMPONENT ANALYZER [J].
OJA, E .
JOURNAL OF MATHEMATICAL BIOLOGY, 1982, 15 (03) :267-273
[9]   DEVELOPMENT OF FEATURE-DETECTORS BY SELF-ORGANIZATION - A NETWORK MODEL [J].
RUBNER, J ;
SCHULTEN, K .
BIOLOGICAL CYBERNETICS, 1990, 62 (03) :193-199
[10]  
Rumelhart DE., 1988, PDP RES GROUP PARALL