Dear List,
I am relatively new to R and am trying to create more attractive plots than
excel can manage!
I have looked through the various programmes ggplot, lattice, hmisc etc but my
case seems to be not metnioned, maybe it is but i have not noticed - if this is
the case i apologise.
*****************************************************************************************************************
#I have a series of simulated values, which are means
sim <-
c(0.0012,0.0009,2,2,9,12,0.0009,2,19,1,1,0.0013,1,0.0009,0.0009,1,26,3,1,2,1,0.0009,1,0.2323,4,2,0.0009,0.0009,0.0009,52,49,1,3,7)
#and actual values
actual <-
c(0,0,2,0,13,20,0,3,38,0,0,0,1,0,0,0,27,2,0,0,1,0,1,0,4,2,0,0,0,54,21,0,4,11)
#The "X" axes is family, ranging from 1-35, where the "Y" axes is sim and
actual values.
#What i want to do is plot the simulated values with the 95% CI values, and
then plot the actual values and see if they fall in the CI'S which they do. The
idea is that there is no significant difference between the actual values and
the simulated values.
#I thave Ci for sim and this is where the trouble begins!
simCI <-
c(0.000908781,0.001248025,0.000928731,0.000885441,0.002384808,0.002700088,0.005377963,0.006202863,0.000918969,0.002566072,0.007687229,0.001593536,0.001578519,0.001299327,0.00217493,0.000908781,0.00090428,0.001550469,0.008840134,0.003300862,0.001546501,0.002775418,0.0014778,0.00090428,0.001546201,0.000898151,0.003446757,0.002854941,0.000863444,0.000918969,0.000924599,0.011732253,0.011488353,0.001788464)
# i then put this in a dataframe
simvsact <- data.frame(sim = sim, actual = actual, simCI.lower = sim - simCI,
simCI.upper = sim + simCI, fam = factor(paste('Family', 1:34, sep = '')))
*****************************************************************************************************************
As afore mentioned i was looking at getting a x/y scatter plot ( i think this
would be best, if not other suggestions would be greatly appreciated) with the
CI range block highlighted and the actual line a different colour running
through the CI range.
I hope this makes sense.
Peter
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