Software
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dynEMR
Dynamic elementary mode regression discriminant analysis for non-steady state flux data.
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COVSCA
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Vertex-edge incidence matrix by using the zero slopes method.
Fourth order approximation of the time derivatives of metabolite concentrations and calculation of the Jacobian.
Time lagged correlation matrix
Reference:
Reverse engineering of metabolic networks, a critical assessment
Diana M. Hendrickx, Margriet M. W. B. Hendriks, Paul H. C. Eilers, Age K. Smilde and Huub C. J. Hoefsloot
Mol. BioSyst, Advance Article (2011)
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Grey component analysis
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Endocrine pulse identification
Reference:
Endocrine pulse identification using penalized methods and a minimum set of
assumptions
Daniel J. Vis, Johan A. Westerhuis, Huub C. J. Hoefsloot, Hanno Pijl, Ferdinand Roelfsema,
Jan van der Greef, and Age K. Smilde
Am J Physiol Endocrinol Metab Vol. 298 (2009), pages 146-155, 2010
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Crossfit: Model generating Global, Local and Crossfit models of crossed data with two factors, time and treatment.
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MLPLSDA: Multilevel Data Analysis
Tutorial Multilevel Data Analysis
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RV_modified: Modified RV-coefficient for matrix correlations for high dimensional data
Reference: Matrix correlations for high-dimensional data: the modified RV-coefficient
A.K. Smilde, H.A.L. Kiers, S. Bijlsma, C.M. Rubingh and M.J. van Erk
Bioinformatics Advance Access published December 10 2008 (Oxford University Press)
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DQ2: Calculates the discriminant Q2 value
Reference: Discriminant Q2 (DQ2) for improved discrimination in PLSDA models
Johan A. Westerhuis, Ewoud J. J. van Velzen, Huub C. J. Hoefsloot and Age K. Smilde
Metabolomics: Springer link date 30 August 2008
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PCDA: Principal Component Discriminant Analysis
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MALS: Maximum Likelihood Scaling (MALS)
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ASCA: ANOVA Simultaneous Component Analysis
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CPDScv: Crossvalidation for CPDS
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DOSC: Direct Orthogonal Signal Correction
- MMC_CRM: Multiway Multiblock Component and Covariates Regression Models
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Bagged Clustering k-means: Bagged Clustering k-means
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MSCA: Multilevel Simultaneous Component Analysis
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PCAW: Weighted Principal Component Analysis
- PCOVR: Principal Covariates Regression/PARAFAC
- SmoothPCA: Smooth PCA