Search results for "decision tree"

showing 10 items of 170 documents

Computational identification of chemical compounds with potential anti-Chagas activity using a classification tree

2021

Chagas disease is endemic to 21 Latin American countries and is a great public health problem in that region. Current chemotherapy remains unsatisfactory; consequently the need to search for new drugs persists. Here we present a new approach to identify novel compounds with potential anti-chagasic action. A large dataset of 584 compounds, obtained from the Drugs for Neglected Diseases initiative, was selected to develop the computational model. Dragon software was used to calculate the molecular descriptors and WEKA software to obtain the classification tree. The best model shows accuracy greater than 93.4% for the training set; the tree was also validated using a 10-fold cross-validation p…

Chagas diseaseComputer scienceTrypanosoma cruziAntiprotozoal AgentsQuantitative Structure-Activity RelationshipBioengineeringLigandsMachine learningcomputer.software_genre01 natural sciencesConstant false alarm rateSoftwareMolecular descriptorDrug DiscoveryChagas Diseaseclassification treeVirtual screeningMolecular Structure010405 organic chemistrybusiness.industryDecision tree learningGeneral Medicinevirtual screening0104 chemical sciences010404 medicinal & biomolecular chemistryIdentification (information)Tree (data structure)Anti-chagasic actionTest setMolecular MedicineArtificial intelligencebusinesscomputerSoftware
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In vivo models and decision trees for formulation development in early drug development: A review of current practices and recommendations for biopha…

2018

The ability to predict new chemical entity performance using in vivo animal models has been under investigation for more than two decades. Pharmaceutical companies use their own strategies to make decisions on the most appropriate formulation starting early in development. In this paper the biopharmaceutical decision trees available in four EFPIA partners (Bayer, Boehringer Ingelheim, Bristol Meyers Squibb and Janssen) were discussed by 7 companies of which 4 had no decision tree currently defined. The strengths, weaknesses and opportunities for improvement are discussed for each decision tree. Both pharmacokineticists and preformulation scientists at the drug discovery & development interf…

Chemistry PharmaceuticalDecision treePharmaceutical ScienceBiological Availability02 engineering and technology030226 pharmacology & pharmacyBiopharmaceutics03 medical and health sciences0302 clinical medicineDrug DevelopmentIn vivoNew chemical entityDrug DiscoveryAnimalsHumansBiological ProductsManagement scienceDrug discoveryDecision TreesGeneral Medicine021001 nanoscience & nanotechnologyClinical trialIdentification (information)BiopharmaceuticalDrug development0210 nano-technologyBiotechnologyEuropean journal of pharmaceutics and biopharmaceutics : official journal of Arbeitsgemeinschaft fur Pharmazeutische Verfahrenstechnik e.V
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EphrinB2 controls vessel pruning through STAT1-JNK3 signalling

2014

Angiogenesis produces primitive vascular networks that need pruning to yield hierarchically organized and functional vessels. Despite the critical importance of vessel pruning to vessel patterning and function, the mechanisms regulating this process are not clear. Here we show that EphrinB2, a well-known player in angiogenesis, is an essential regulator of endothelial cell death and vessel pruning. This regulation depends upon phosphotyrosine-EphrinB2 signalling repressing c-jun N-terminal kinase 3 activity via STAT1. JNK3 activation causes endothelial cell death. In the absence of JNK3, hyaloid vessel physiological pruning is impaired, associated with abnormal persistence of hyaloid vessel…

Chromatin ImmunoprecipitationCell SurvivalAngiogenesisImmunoblottingRegulatorFluorescent Antibody TechniqueNeovascularization PhysiologicGeneral Physics and AstronomyEphrin-B2Persistent Hyperplastic Primary VitreousIn Vitro TechniquesBiologyBioinformaticsMicrophthalmiaArticleGeneral Biochemistry Genetics and Molecular BiologyNeovascularizationMiceMitogen-Activated Protein Kinase 10Human Umbilical Vein Endothelial CellsmedicineAnimalsHumansImmunoprecipitationInvolution (medicine)Pruning (decision trees)Cell ProliferationMice KnockoutMultidisciplinaryNeovascularization PathologicfungiEndothelial CellsRetinal VesselsGeneral ChemistryFlow Cytometrymedicine.diseaseCell biologyEndothelial stem cellSTAT1 Transcription Factornervous systemPersistent hyperplastic primary vitreousGene Knockdown Techniquescardiovascular systemmedicine.symptomSignal TransductionNature Communications
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A local complexity based combination method for decision forests trained with high-dimensional data

2012

Accurate machine learning with high-dimensional data is affected by phenomena known as the “curse” of dimensionality. One of the main strategies explored in the last decade to deal with this problem is the use of multi-classifier systems. Several of such approaches are inspired by the Random Subspace Method for the construction of decision forests. Furthermore, other studies rely on estimations of the individual classifiers' competence, to enhance the combination in the multi-classifier and improve the accuracy. We propose a competence estimate which is based on local complexity measurements, to perform a weighted average combination of the decision forest. Experimental results show how thi…

Clustering high-dimensional dataComputational complexity theorybusiness.industryComputer scienceDecision treeMachine learningcomputer.software_genreRandom forestRandom subspace methodArtificial intelligenceData miningbusinessCompetence (human resources)computerClassifier (UML)Curse of dimensionality2012 12th International Conference on Intelligent Systems Design and Applications (ISDA)
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Complexity of decision trees for boolean functions

2004

For every positive integer k we present an example of a Boolean function f/sub k/ of n = (/sub k//sup 2k/) + 2k variables, an optimal deterministic tree T/sub k/' for f/sub k/ of complexity 2k + 1 as well as a nondeterministic decision tree T/sub k/ computing f/sub k/. with complexity k + 2; thus of complexity about 1/2 of the optimal deterministic decision tree. Certain leaves of T/sub k/ are called priority leaves. For every input a /spl isin/ {0, 1}/sup n/ if any of the parallel computation reaches a priority leaves then its label is f/sub k/ (a). If the priority leaves are not reached at all then the label on any of the remaining leaves reached by the computation is f/sub k/. (a).

CombinatoricsDiscrete mathematicsNondeterministic algorithmComputational complexity theoryIntegerDecision treeTree (set theory)Boolean functionMathematics33rd International Symposium on Multiple-Valued Logic, 2003. Proceedings.
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Cholesky decomposition techniques in electronic structure theory

2011

We review recently developed methods to efficiently utilize the Cholesky decomposition technique in electronic structure calculations. The review starts with a brief introduction to the basics of the Cholesky decomposition technique. Subsequently, examples of applications of the technique to ab inito procedures are presented. The technique is demonstrated to be a special type of a resolution-of-identity or density-fitting scheme. This is followed by explicit examples of the Cholesky techniques used in orbital localization, computation of the exchange contribution to the Fock matrix, in MP2, gradient calculations, and so-called method specific Cholesky decomposition. Subsequently, examples o…

Computer and Information SciencesTheoretical computer scienceBasis (linear algebra)Computer scienceCalibration (statistics)ComputationAb initioMathematicsofComputing_NUMERICALANALYSISData- och informationsvetenskapKemiType (model theory)Fock matrixChemical SciencesPruning (decision trees)AlgorithmCholesky decomposition
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Learning Improved Feature Rankings through Decremental Input Pruning for Support Vector Based Drug Activity Prediction

2010

The use of certain machine learning and pattern recognition tools for automated pharmacological drug design has been recently introduced. Different families of learning algorithms and Support Vector Machines in particular have been applied to the task of associating observed chemical properties and pharmacological activities to certain kinds of representations of the candidate compounds. The purpose of this work, is to select an appropriate feature ordering from a large set of molecular descriptors usually used in the domain of Drug Activity Characterization. To this end, a new input pruning method is introduced and assessed with respect to commonly used feature ranking algorithms.

Computer scienceActive learning (machine learning)business.industryFeature vectorPattern recognitionMachine learningcomputer.software_genreKernel methodComputational learning theoryRanking SVMFeature (machine learning)Artificial intelligencePruning (decision trees)businessFeature learningcomputer
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The predictive power of game-related statistics for the final result under the rule changes introduced in the men’s world water polo championship: a …

2019

The objectives of this study were (i) to compare water polo game-related statistics by match outcome (winning and losing teams) after the application of the new rules, and (ii) to develop a classif...

Computer scienceDecision tree learningsports05 social sciencesPhysical Therapy Sports Therapy and Rehabilitation030229 sport sciencesWater poloOutcome (game theory)050105 experimental psychology03 medical and health sciences0302 clinical medicineStatisticsPredictive power0501 psychology and cognitive sciencesOrthopedics and Sports MedicineChampionshipsports.sports_positionInternational Journal of Performance Analysis in Sport
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Projection Clustering Unfolding: A New Algorithm for Clustering Individuals or Items in a Preference Matrix

2020

In the framework of preference rankings, the interest can lie in clustering individuals or items in order to reduce the complexity of the preference space for an easier interpretation of collected data. The last years have seen a remarkable flowering of works about the use of decision tree for clustering preference vectors. As a matter of fact, decision trees are useful and intuitive, but they are very unstable: small perturbations bring big changes. This is the reason why it could be necessary to use more stable procedures in order to clustering ranking data. In this work, a Projection Clustering Unfolding (PCU) algorithm for preference data will be proposed in order to extract useful info…

Computer scienceDecision treeProjetion pursuit · Preference data · Clustering rankingsSpace (commercial competition)PreferenceMatrix (mathematics)RankingProcrustes analysisSettore SECS-S/01 - StatisticaCluster analysisProjection (set theory)AlgorithmPreference (economics)Subspace topologyProjetion pursuit Preference data Clustering rankingsData Analysis and Applications 3
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Entropy-Based Classifier Enhancement to Handle Imbalanced Class Problem

2017

The paper presents a possible enhancement of entropy-based classifiers to handle problems, caused by the class imbalance in the original dataset. The proposed method was tested on synthetic data in order to analyse its robustness in the controlled environment with different class proportions. As also the proposed method was tested on the real medical data with imbalanced classes and compared to the original classification algorithm results. The medical field was chosen for testing due to frequent situations with uneven class ratios.

Computer scienceEntropy (statistical thermodynamics)business.industryDecision treePattern recognition02 engineering and technologycomputer.software_genre01 natural sciencesSynthetic data010305 fluids & plasmasEntropy (classical thermodynamics)0103 physical sciences0202 electrical engineering electronic engineering information engineeringGeneral Earth and Planetary SciencesEntropy (information theory)020201 artificial intelligence & image processingArtificial intelligenceData miningEntropy (energy dispersal)businessEntropy (arrow of time)computerGeneral Environmental ScienceEntropy (order and disorder)Procedia Computer Science
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