rotateGraph: Rotate a graph using polar coordinates

In vagnerfonseca/fifer: A Biostatisticians Toolbox for Various Activities, Including Plotting, Data Cleanup, and Data Analysis

Description

Rotates the x-y coordinates by choosing one datapoint as the origin, choosing another to be fixed on the x axis, and choosing a third to be positive or negative.

Usage

rotateGraph(coords, scale = NULL, origin, axis, fixedPos = 2)

Arguments

coords	a nx2 dimensional matrix corresponding to the cartesian coordinates of the n datapoints.
scale	a nx2 dimensional matrix. This is used when comparing two graphs to one another. This parameter will scale one graph to the other by ensuring the average of the radi are the same across the two graphs. Defaults to NULL.
origin	an integer indicating which datapoint (i.e., which row) should be fixed as the origin.
axis	an integer indicating which datapoint (i.e., which row) should be fixed on the x-axis.
fixedPos	an integer indicating which datapoint (i.e., which row) must be positive on y.

Details

Many algorithms exist for projecting m-dimensional datapoints in two-dimensions (e.g., tsne and MDS). However, often they begin the algorithm by randomly placing datapoints in an arbitrary position. Unfortunately, this makes the axes meaningless from one iteration of the algorithm to the next, making comparisons across datasets (for example) impossible. One solution is to fix one datapoint to the origin, while rotating the others about the origin. This algorithm does just that by using polar coordinates.

Value

coords	the new coordinates obtained after rotation
radi	a vector of the radi for each of the datapoints

Author(s)

Dustin Fife

References

http://www.mathsisfun.com/polar-cartesian-coordinates.html

See Also

compute.theta.

vagnerfonseca/fifer documentation built on May 3, 2019, 4:06 p.m.