friedman Namespace Reference

Variables
	action
	args
	axis = random.randrange(0,5)
	dds = range(10)
	default
	delimiter
	dest
	eps = random.normalvariate(0.0,1.0)
	fd = tools.gzOpen(options.outfile, 'w')
	fmt
	help
str	namestring = 'Friedman1, %d data points' % (options.N)
	options
	p = DataVector(11)
	parser = optparse.OptionParser()
float	r = 0.3
	r_1 = math.sqrt(r ** 2 - p[0] ** 2)
	r_2 = math.sqrt(r ** 2 - p[0] ** 2 - p[1] ** 2)
	r_3 = math.sqrt(r ** 2 - p[0] ** 2 - p[1] ** 2 - p[2] ** 2)
	r_4 = math.sqrt(r ** 2 - p[0] ** 2 - p[1] ** 2 - p[2] ** 2 - p[3] ** 2)
	type
	X = DataMatrix(options.N, 11)

Variable Documentation

action

friedman.action

args

friedman.args

axis

friedman.axis = random.randrange(0,5)

dds

friedman.dds = range(10)

default

friedman.default

delimiter

friedman.delimiter

dest

friedman.dest

eps

friedman.eps = random.normalvariate(0.0,1.0)

fd

friedman.fd = tools.gzOpen(options.outfile, 'w')

fmt

friedman.fmt

help

friedman.help

namestring

str friedman.namestring = 'Friedman1, %d data points' % (options.N)

options

friedman.options

p

friedman.p = DataVector(11)

parser

friedman.parser = optparse.OptionParser()

r

float friedman.r = 0.3

r_1

friedman.r_1 = math.sqrt(r ** 2 - p[0] ** 2)

r_2

friedman.r_2 = math.sqrt(r ** 2 - p[0] ** 2 - p[1] ** 2)

r_3

friedman.r_3 = math.sqrt(r ** 2 - p[0] ** 2 - p[1] ** 2 - p[2] ** 2)

r_4

friedman.r_4 = math.sqrt(r ** 2 - p[0] ** 2 - p[1] ** 2 - p[2] ** 2 - p[3] ** 2)

type

friedman.type

X

friedman.X = DataMatrix(options.N, 11)