gnuplot-0.5.5.1: 2D and 3D plots using gnuplot

Safe HaskellSafe
LanguageHaskell98

Graphics.Gnuplot.Graph.TwoDimensional

Synopsis

Documentation

data T x y #

Instances

(C x, C y) => C (T x y) # 

Methods

command :: Command (T x y)

toString :: T x y -> String

defltOptions :: T (T x y)

type Type = String #

lineSpec :: T -> T x y -> T x y #

You can alter the line specification of graphs in a plot using fmap.

listLines :: C y => T Int y y #

listPoints :: C y => T Int y y #

listLinesPoints :: C y => T Int y y #

listImpulses :: C y => T Int y y #

listDots :: C y => T Int y y #

histograms :: C y => T Int y y #

xErrorBarsRelative :: (C x, C y) => T x y ((x, y), x) #

yErrorBarsRelative :: (C x, C y) => T x y ((x, y), y) #

xyErrorBarsRelative :: (C x, C y) => T x y ((x, y), (x, y)) #

xErrorBarsAbsolute :: (C x, C y) => T x y ((x, y), (x, x)) #

yErrorBarsAbsolute :: (C x, C y) => T x y ((x, y), (y, y)) #

xyErrorBarsAbsolute :: (C x, C y) => T x y ((x, y), ((x, x), (y, y))) #

xErrorLinesRelative :: (C x, C y) => T x y ((x, y), x) #

yErrorLinesRelative :: (C x, C y) => T x y ((x, y), y) #

xyErrorLinesRelative :: (C x, C y) => T x y ((x, y), (x, y)) #

xErrorLinesAbsolute :: (C x, C y) => T x y ((x, y), (x, x)) #

yErrorLinesAbsolute :: (C x, C y) => T x y ((x, y), (y, y)) #

xyErrorLinesAbsolute :: (C x, C y) => T x y ((x, y), ((x, x), (y, y))) #

lines :: (C x, C y) => T x y (x, y) #

points :: (C x, C y) => T x y (x, y) #

linesPoints :: (C x, C y) => T x y (x, y) #

impulses :: (C x, C y) => T x y (x, y) #

dots :: (C x, C y) => T x y (x, y) #

steps :: (C x, C y) => T x y (x, y) #

fSteps :: (C x, C y) => T x y (x, y) #

hiSteps :: (C x, C y) => T x y (x, y) #

errorBars :: (C x, C y) => T x y (x, y) #

errorLines :: (C x, C y) => T x y (x, y) #

boxes :: (C x, C y) => T x y (x, y) #

filledCurves :: (C x, C y) => T x y (x, y) #

financeBars :: (C x, C y) => T x y (x, (y, y, y, y)) #

candleSticks :: (C x, C y) => T x y (x, (y, y, y, y)) #

vectors :: (C x, C y) => T x y ((x, y), (x, y)) #

image :: (C x, C y, C z) => T x y ((x, y), z) #

filledStripe :: (C x, C y) => T x y (x, (y, y)) #

filledStripeAbove :: (C x, C y) => T x y (x, (y, y)) #

filledStripeBelow :: (C x, C y) => T x y (x, (y, y)) #