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Landauer Inc singular value decomposition
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Epigenomics ag sparse singular value decomposition (svd) methods based on power iteration
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ANSYS inc singular value decomposition
Singular Value Decomposition, supplied by ANSYS inc, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Haldrup GmbH singular value decomposition
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Galbraith Laboratories Inc singular value decomposition
Singular Value Decomposition, supplied by Galbraith Laboratories Inc, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Ipca Laboratories singular value decomposition (svd)
Singular Value Decomposition (Svd), supplied by Ipca Laboratories, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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RStudio singular value decomposition
Identifying plasticity features using the principal component analysis. (a) .The percentage of variance captured by each principal component by <t>singular</t> <t>value</t> <t>decomposition</t> <t>(SVD)</t> applied using all of the protein expression data. The first 3 principal components capture 54%, 18%, and 10% of the variance, respectively, totalling >80% and thus representing the significant dimensions. (b). The quality of the representation, cos 2 , for the proteins is plotted for each dimension (small/white: low cos 2 ; large/blue: high cos 2 ). (c). The sum of cos 2 values for the first 3 dimensions for each protein. (d, e). Biplots of PCA dimensions 1 and & 2 and (f, g). 1 and & 3. These plots show the vector for each protein (d, f) and the data (small dots) plus the average (large dots) for each condition with the best-fitting ellipse (e, g). (h). The basis vectors for dimensions 1-3 showing the amplitude of each protein in the vector. (i). The strength (circle size) and direction (blue-positive, red-negative) of the correlation ( R 2 ) between each protein and the PCA dimensions. (j). Correlation between the plasticity features (columns) identified using the basis vectors (see Results) and then PCA dimensions 1-3. Filled cells are significant, Bonferroni- corrected correlations (green = positive, red = negative). For the table of Pearson's R values and significant p - values for these associations, see Supplemental .
Singular Value Decomposition, supplied by RStudio, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Optimus Corp rank-r singular value decomposition (optimus)
Identifying plasticity features using the principal component analysis. (a) .The percentage of variance captured by each principal component by <t>singular</t> <t>value</t> <t>decomposition</t> <t>(SVD)</t> applied using all of the protein expression data. The first 3 principal components capture 54%, 18%, and 10% of the variance, respectively, totalling >80% and thus representing the significant dimensions. (b). The quality of the representation, cos 2 , for the proteins is plotted for each dimension (small/white: low cos 2 ; large/blue: high cos 2 ). (c). The sum of cos 2 values for the first 3 dimensions for each protein. (d, e). Biplots of PCA dimensions 1 and & 2 and (f, g). 1 and & 3. These plots show the vector for each protein (d, f) and the data (small dots) plus the average (large dots) for each condition with the best-fitting ellipse (e, g). (h). The basis vectors for dimensions 1-3 showing the amplitude of each protein in the vector. (i). The strength (circle size) and direction (blue-positive, red-negative) of the correlation ( R 2 ) between each protein and the PCA dimensions. (j). Correlation between the plasticity features (columns) identified using the basis vectors (see Results) and then PCA dimensions 1-3. Filled cells are significant, Bonferroni- corrected correlations (green = positive, red = negative). For the table of Pearson's R values and significant p - values for these associations, see Supplemental .
Rank R Singular Value Decomposition (Optimus), supplied by Optimus Corp, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Molecular Dynamics Inc singular value decomposition (svd)
Identifying plasticity features using the principal component analysis. (a) .The percentage of variance captured by each principal component by <t>singular</t> <t>value</t> <t>decomposition</t> <t>(SVD)</t> applied using all of the protein expression data. The first 3 principal components capture 54%, 18%, and 10% of the variance, respectively, totalling >80% and thus representing the significant dimensions. (b). The quality of the representation, cos 2 , for the proteins is plotted for each dimension (small/white: low cos 2 ; large/blue: high cos 2 ). (c). The sum of cos 2 values for the first 3 dimensions for each protein. (d, e). Biplots of PCA dimensions 1 and & 2 and (f, g). 1 and & 3. These plots show the vector for each protein (d, f) and the data (small dots) plus the average (large dots) for each condition with the best-fitting ellipse (e, g). (h). The basis vectors for dimensions 1-3 showing the amplitude of each protein in the vector. (i). The strength (circle size) and direction (blue-positive, red-negative) of the correlation ( R 2 ) between each protein and the PCA dimensions. (j). Correlation between the plasticity features (columns) identified using the basis vectors (see Results) and then PCA dimensions 1-3. Filled cells are significant, Bonferroni- corrected correlations (green = positive, red = negative). For the table of Pearson's R values and significant p - values for these associations, see Supplemental .
Singular Value Decomposition (Svd), supplied by Molecular Dynamics Inc, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Henkel Corporation henkel-lanczos singular value decomposition algorithm
Identifying plasticity features using the principal component analysis. (a) .The percentage of variance captured by each principal component by <t>singular</t> <t>value</t> <t>decomposition</t> <t>(SVD)</t> applied using all of the protein expression data. The first 3 principal components capture 54%, 18%, and 10% of the variance, respectively, totalling >80% and thus representing the significant dimensions. (b). The quality of the representation, cos 2 , for the proteins is plotted for each dimension (small/white: low cos 2 ; large/blue: high cos 2 ). (c). The sum of cos 2 values for the first 3 dimensions for each protein. (d, e). Biplots of PCA dimensions 1 and & 2 and (f, g). 1 and & 3. These plots show the vector for each protein (d, f) and the data (small dots) plus the average (large dots) for each condition with the best-fitting ellipse (e, g). (h). The basis vectors for dimensions 1-3 showing the amplitude of each protein in the vector. (i). The strength (circle size) and direction (blue-positive, red-negative) of the correlation ( R 2 ) between each protein and the PCA dimensions. (j). Correlation between the plasticity features (columns) identified using the basis vectors (see Results) and then PCA dimensions 1-3. Filled cells are significant, Bonferroni- corrected correlations (green = positive, red = negative). For the table of Pearson's R values and significant p - values for these associations, see Supplemental .
Henkel Lanczos Singular Value Decomposition Algorithm, supplied by Henkel Corporation, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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KU Leuven singular value decomposition (svd) time-domain fitting varpro
Identifying plasticity features using the principal component analysis. (a) .The percentage of variance captured by each principal component by <t>singular</t> <t>value</t> <t>decomposition</t> <t>(SVD)</t> applied using all of the protein expression data. The first 3 principal components capture 54%, 18%, and 10% of the variance, respectively, totalling >80% and thus representing the significant dimensions. (b). The quality of the representation, cos 2 , for the proteins is plotted for each dimension (small/white: low cos 2 ; large/blue: high cos 2 ). (c). The sum of cos 2 values for the first 3 dimensions for each protein. (d, e). Biplots of PCA dimensions 1 and & 2 and (f, g). 1 and & 3. These plots show the vector for each protein (d, f) and the data (small dots) plus the average (large dots) for each condition with the best-fitting ellipse (e, g). (h). The basis vectors for dimensions 1-3 showing the amplitude of each protein in the vector. (i). The strength (circle size) and direction (blue-positive, red-negative) of the correlation ( R 2 ) between each protein and the PCA dimensions. (j). Correlation between the plasticity features (columns) identified using the basis vectors (see Results) and then PCA dimensions 1-3. Filled cells are significant, Bonferroni- corrected correlations (green = positive, red = negative). For the table of Pearson's R values and significant p - values for these associations, see Supplemental .
Singular Value Decomposition (Svd) Time Domain Fitting Varpro, supplied by KU Leuven, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
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Identifying plasticity features using the principal component analysis. (a) .The percentage of variance captured by each principal component by singular value decomposition (SVD) applied using all of the protein expression data. The first 3 principal components capture 54%, 18%, and 10% of the variance, respectively, totalling >80% and thus representing the significant dimensions. (b). The quality of the representation, cos 2 , for the proteins is plotted for each dimension (small/white: low cos 2 ; large/blue: high cos 2 ). (c). The sum of cos 2 values for the first 3 dimensions for each protein. (d, e). Biplots of PCA dimensions 1 and & 2 and (f, g). 1 and & 3. These plots show the vector for each protein (d, f) and the data (small dots) plus the average (large dots) for each condition with the best-fitting ellipse (e, g). (h). The basis vectors for dimensions 1-3 showing the amplitude of each protein in the vector. (i). The strength (circle size) and direction (blue-positive, red-negative) of the correlation ( R 2 ) between each protein and the PCA dimensions. (j). Correlation between the plasticity features (columns) identified using the basis vectors (see Results) and then PCA dimensions 1-3. Filled cells are significant, Bonferroni- corrected correlations (green = positive, red = negative). For the table of Pearson's R values and significant p - values for these associations, see Supplemental .

Journal: Neural Plasticity

Article Title: Classification of Visual Cortex Plasticity Phenotypes following Treatment for Amblyopia

doi: 10.1155/2019/2564018

Figure Lengend Snippet: Identifying plasticity features using the principal component analysis. (a) .The percentage of variance captured by each principal component by singular value decomposition (SVD) applied using all of the protein expression data. The first 3 principal components capture 54%, 18%, and 10% of the variance, respectively, totalling >80% and thus representing the significant dimensions. (b). The quality of the representation, cos 2 , for the proteins is plotted for each dimension (small/white: low cos 2 ; large/blue: high cos 2 ). (c). The sum of cos 2 values for the first 3 dimensions for each protein. (d, e). Biplots of PCA dimensions 1 and & 2 and (f, g). 1 and & 3. These plots show the vector for each protein (d, f) and the data (small dots) plus the average (large dots) for each condition with the best-fitting ellipse (e, g). (h). The basis vectors for dimensions 1-3 showing the amplitude of each protein in the vector. (i). The strength (circle size) and direction (blue-positive, red-negative) of the correlation ( R 2 ) between each protein and the PCA dimensions. (j). Correlation between the plasticity features (columns) identified using the basis vectors (see Results) and then PCA dimensions 1-3. Filled cells are significant, Bonferroni- corrected correlations (green = positive, red = negative). For the table of Pearson's R values and significant p - values for these associations, see Supplemental .

Article Snippet: The data were centered by subtracting the mean column vector and applying singular value decomposition (SVD) to calculate the principal components (RStudio).

Techniques: Expressing, Plasmid Preparation