000			02167nam a22003377i 4500
001			AZUAY-83123
003			AZUAY
005			20251111042959.0
008			251108b |||||||gr|||| 00| | d
020			_a978-86-8182-990-5
040			_aAZUAY _bspa _cAZUAY _dAZUAY _erda
041	0		_aeng
082	0	4	_a543 _bD832
100	1		_aCastro, Eduardo A., _eautor
245	1	4	_aThe Order Theory in QSPR - QSAR Studies
250			_a1a ed.
264	3	1	_aKragujevac, Serbia : _bUniversity of Kragujevac, Faculty of Science, _c2008
300			_ax, 204 páginas : _bfiguras, tablas
300			_bImpreso
336			_2rdacontent _atexto _btxt
337			_2rdamedia _ano mediado _bn
338			_2rdacarrier _avolumen _bnc
490	0		_aMathematical Chemistry Monographs
504			_aInclude references
520	3		_bA great amount of information on Ranking Methods exists in the literature. This is a new appealing methodology that is generally dealt in a mathematical fashion, by wich its predictive capability is anhanced. Ranking Methods can be applied to a wide range of scientific fields, such as Decision Support, Toxicology, Environmental Research, Proteomics and Genomics, Analytical Chemistry, Food Chemistry, QSPR-QSAR, etc. The scope of present monograph is to explore Partial Order Ranking ideas and to provide the non-specialist reader with insights to the formalism, with special emphasis on QSPR-QSAR studies. During the last couple of years, Partial Order Theory has been used as a new tool in QSPR-QSAR studies besides the well-established conventional statistical methods. Therefore, it seems appropriate to review the state-of-art in this developing field. Several concepts are explained in this monograph, revising the research developed by different experts in the topic with certain degree of details, and also including ilustrative application examples in order to better understand and provide insight of the methodology employed.
650	1	4	_aRELACIÓN CUANTITATIVA ESTRUCTURA ACTIVIDAD-QSAR
654	0		_a543 - Química analítica
654	0		_a543 - Química analítica
700	1		_aDuchowicz, Pablo R., _eautor
942			_2ddc _c5
999			_c36152 _d36152