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4th EucheMs chemistry congress

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thursday, 30-Aug 2012<br />

s614<br />

chem. Listy 106, s587–s1425 (2012)<br />

Analytical <strong>chemistry</strong> Electro<strong>chemistry</strong>, Analysis, sample manipulation<br />

Chemometrics – i<br />

o - 4 1 9<br />

diSSiMiLArity BASed ModeLinG of CheMiCAL<br />

dAtA<br />

B. wALCzAK 1<br />

1 University of Silesia, Institute of Chemistry, Katowice, Poland<br />

Studying complex non-linear chemical and/or bio-chemical<br />

systems, we need fast and effective methods of their modeling.<br />

As it will be demonstrated, dissimilarity representation (known<br />

also as pairwise representation) reveals data structure, which is<br />

not revealed in the vectorial representation, and thus widens<br />

the sets of possible approaches to data modeling. Performance<br />

of the dissimilarity based methods (e.g., Dissimilarity – Partial<br />

Least Squares ) [1] , will be demonstrated for calibration and<br />

discrimination of real and simulated data sets of different structure<br />

and complexity. Practical aspects of dissimilarity based modeling<br />

(e.g., the choice of dissimilarity measure, pre-selection of the<br />

so-called ‘prototypes’, and fusion of different dissimilarity<br />

measures or different data blocks) will be discussed, as well.<br />

It will also be demonstrated how the dissimilarity based methods<br />

applied to instrumental signals such as, e.g., LC-MS signals, allow<br />

applications of no-warping strategies for data modeling.<br />

As main advantages of the proposed approach, we can<br />

mention its conceptual simplicity, flexibility, and very short<br />

computations time.<br />

references:<br />

1. P. Zerzucha, M. Daszykowski, B. Walczak, Dissimilarity<br />

partial least squares applied to non-linear modeling<br />

problems, Chemometrics and Intelligent Laboratory<br />

Systems, 110 (2012) 156-162<br />

Keywords: non-linear modeling; analysis of variance;<br />

Euclidean distance;<br />

Chemometrics – i<br />

4 th <strong>EucheMs</strong> <strong>chemistry</strong> <strong>congress</strong><br />

o - 4 2 0<br />

APPLiCAtion of nAture-inSPired MethodS in<br />

CheMoMetriCS<br />

f. MArini 1 , B. wALCzAK 2<br />

1 University of Rome “La Sapienza”, Chemistry, Rome, Italy<br />

2 University of Silesia, Analytical Chemistry, Katowice, Poland<br />

Natural Computing models, inspired in part by nature and<br />

natural systems, are a family of powerful data analysis methods<br />

able to transform available heterogeneous data into knowledge.<br />

They include Neural Networks mimicking the mechanisms of the<br />

nervous system, [1] general optimization techniques, such as<br />

Genetic Algorithms based on simulation of biological evolution [2] ,<br />

Swarm Intelligence based on simulation of social behavior of<br />

animals. [3]<br />

In recent years, many Nature-inspired models have been<br />

successfully applied to the solution of complex problems related<br />

to signal processing, classification, clustering, feature selection,<br />

and regression.<br />

In this communication, some successful application of<br />

natural computing to solve chemical problems will be presented<br />

and discussed. In particular, the use of feed-forward artificial<br />

neural networks to operate non linear classification in the cases<br />

where sample distribution would require complex decision<br />

boundaries will be shown. Additionally, the use of Kohonen<br />

architecture for nonlinear projection aimed at exploratory data<br />

analysis will be exemplified.<br />

As far as Genetic Algorithms are concerned, examples of<br />

their fruitful use in variable selection will be given.<br />

Lastly, some recent applications of a swarm intelligence<br />

algorithm (Particle Swarm Optimization) in chemometrics will be<br />

described. In particular, the use of PSO for parametric time<br />

warping, peak deconvolution and clustering will be discussed.<br />

references:<br />

1. F. Marini, Anal. Chim. Acta 635 (2009) 121-131.<br />

2. R. Leardi, J. Chemometr. 15 (2001) 559-569.<br />

3. J. Kennedy, R.C. Eberhardt, Y. Shi, Swarm Intelligence,<br />

Morgan Kaufmann, 2001.<br />

Keywords: Analytical Methods; Chemoinformatics;<br />

AUGUst 26–30, 2012, PrAGUE, cZEcH rEPUbLIc

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