X-Git-Url: http://source.jalview.org/gitweb/?a=blobdiff_plain;f=help%2Fhtml%2Fcalculations%2Fpca.html;h=9ae9e50443900cb8be88260668311e9fd11fa932;hb=a45774ee31d9f35d4eff46d54d7deab719afb092;hp=47d17395d18e5e54c60bf356c9cf8e5f9ae3e18f;hpb=3ec000e099e35b359996b824aabeaee632628deb;p=jalview.git diff --git a/help/html/calculations/pca.html b/help/html/calculations/pca.html index 47d1739..9ae9e50 100755 --- a/help/html/calculations/pca.html +++ b/help/html/calculations/pca.html @@ -1,56 +1,84 @@ - -Principal Component Analysis - -

Principal Component Analysis

-

This calculation creates a spatial representation of the -similarities within a selected group, or all of the sequences in -an alignment. After the calculation finishes, a 3D viewer displays the -set of sequences as points in 'similarity space', and similar -sequences tend to lie near each other in the space.

-

Note: The calculation is computationally expensive, and may fail for very large sets of sequences - - usually because the JVM has run out of memory. The next release of - Jalview release will execute this calculation through a web service.

-

Principal components analysis is a technique for examining the -structure of complex data sets. The components are a set of dimensions -formed from the measured values in the data set, and the principle -component is the one with the greatest magnitude, or length. The -sets of measurements that differ the most should lie at either end of -this principle axis, and the other axes correspond to less extreme -patterns of variation in the data set. -

- -

In this case, the components are generated by an eigenvector -decomposition of the matrix formed from the sum of BLOSUM scores at -each aligned position between each pair of sequences. The basic method -is described in the paper by G. Casari, C. Sander and -A. Valencia. Structural Biology volume 2, no. 2, February 1995 (pubmed) - and implemented at the SeqSpace server (http://industry.ebi.ac.uk/SeqSpace) at the EBI. -

- -

The PCA Viewer

-

This is an interactive display of the sequences positioned within - the similarity space. The colour of each sequence point is the same - as the sequence group colours, white if no colour has been - defined for the sequence, and green if the sequence is part of a - the currently selected group. -

-

The 3d view can be rotated by dragging the mouse with the - left mouse button pressed. The view can also be - zoomed in and out with the up and down arrow - keys.

-

A tool tip gives the sequence ID corresponding to a point in the - space, and clicking a point toggles the selection of the - corresponding sequence in the alignment window. Rectangular region - based selection is also possible, by holding the 'S' key whilst - left-clicking and dragging the mouse over the display. -

-

Initially, the display shows the first three components of the - similarity space, but any eigenvector can be used by changing the selected - dimension for the x, y, or z axis through each ones menu located - below the 3d display. -

- - - + + + +Principal Component Analysis + + +

Principal Component Analysis

+

This calculation creates a spatial representation of the +similarities within a selected group, or all of the sequences in an +alignment. After the calculation finishes, a 3D viewer displays the set +of sequences as points in 'similarity space', and similar sequences tend +to lie near each other in the space.

+

Note: The calculation is computationally expensive, and may fail +for very large sets of sequences - usually because the JVM has run out +of memory. A future release of Jalview will be able to avoid this by +executing the calculation via a web service.

+

Principal components analysis is a technique for examining the +structure of complex data sets. The components are a set of dimensions +formed from the measured values in the data set, and the principle +component is the one with the greatest magnitude, or length. The sets of +measurements that differ the most should lie at either end of this +principle axis, and the other axes correspond to less extreme patterns +of variation in the data set.

+ +

In this case, the components are generated by an eigenvector +decomposition of the matrix formed from the sum of BLOSUM scores at each +aligned position between each pair of sequences. The matrix is not +symmetric - elements in the upper diagonal give the sum of scores for +mutating in one direction, and the lower diagonal is the sum of scores +for mutating in the other. This is a refinement of the method described +in the paper by G. Casari, C. Sander and A. Valencia. Structural Biology +volume 2, no. 2, February 1995 (pubmed) +and implemented at the SeqSpace server at the EBI.

+ +

The PCA Viewer

+

This is an interactive display of the sequences positioned within +the similarity space, as points in a rotateable 3D scatterplot. The +colour of each sequence point is the same as the sequence group colours, +white if no colour has been defined for the sequence, and green if the +sequence is part of a the currently selected group.

+

The 3d view can be rotated by dragging the mouse with the left +mouse button pressed. The view can also be zoomed in and out with the up +and down arrow keys (and the roll bar of the mouse if +present). Labels will be shown for each sequence if the entry in the +View menu is checked, and the plot background colour changed from the +View→Background Colour.. dialog box. The File menu allows the view +to be saved (File→Save submenu) as an EPS or PNG +image or printed, and the original alignment data and matrix resulting +from its PCA analysis to be retrieved. The coordinates for the whole PCA +space, or just the current view may also be exported as CSV files for +visualization in another program or further analysis.

+

A tool tip gives the sequence ID corresponding to a point in the +space, and clicking a point toggles the selection of the corresponding +sequence in the associated alignment window views. Rectangular region +based selection is also possible, by holding the 'S' key whilst +left-clicking and dragging the mouse over the display. By default, +points are only associated with the alignment view from which the PCA +was calculated, but this may be changed via the View→Associate +Nodes sub-menu.

+

Initially, the display shows the first three components of the +similarity space, but any eigenvector can be used by changing the +selected dimension for the x, y, or z axis through each ones menu +located below the 3d display.

+

+

+ +