| Revisão | ed895224947f183487939c6aa1bf36d4d037dac8 (tree) |
|---|---|
| Hora | 2006-12-13 20:52:35 |
| Autor | iselllo |
| Commiter | iselllo |
I simply removed a copy of the readme file I have no use for
R-codes/copy_of_readme| @@ -1,27 +0,0 @@ | ||
| 1 | -This is a short documentation about the R codes developed so far. | |
| 2 | -1)nls.R ---> an example code fitting a Gaussian function (not a distribution) | |
| 3 | - istributions | |
| 4 | - using only two Gaussians. | |
| 5 | -13)plot-nls.R ---> code to plot the results from nls2.R when using 2 modes. It should in the | |
| 6 | - future be included in nls2.R using the coeff() function to pass the fitted | |
| 7 | - parameters to it. | |
| 8 | -14)mcdonald.R ---> experimental code able to perform the fitting of mixed distributions | |
| 9 | - even when they are truncated. it requires mixccc.txt to work | |
| 10 | -15)mixccc.txt ---> see above | |
| 11 | -16)nls-LM-read-data2.R ---> it fits the data from Krakow using the LM alghorithm; it works out the quantities of interest and plots them together with a selected fitting | |
| 12 | -17)nls-LM-read-data2bis.R ---> as above but it corrects a small bug (one of the generated pdf | |
| 13 | -files now reads total volume instead of total particle number) and above all it now works | |
| 14 | -out the \integral_{x}^\infinity of the lognormal distribution [it is used to find out how many | |
| 15 | -particles are actually observed according to the fittings]. | |
| 16 | - | |
| 17 | -18) LM-single-mode.R --->same as twomodal.R (see 12)) but this time using only a Gaussian to fit the data | |
| 18 | -19)plots-burtschler.R ---> code to plot the fitted results obtained from 18) LM-single-mode.R on a log scale | |
| 19 | -20)plots-burtschler2.R---> it reads the empirical data and the parameters of several fitted distributions and plots one against the other. | |
| 20 | -21)nls-LM-read-data2-smoothing.R ----> again, it fits the Krakow data using a bimodal distribution, but it also saves the basics of the statistical analysis. Finally, it also smoothes the results. | |
| 21 | -22)integration.R ---> it reads data and performs a 4-point numerical integration. | |
| 22 | -23)fpe-phase-space-wall.R --->code to represent the analytical solution of the FPE in phase space and construct combination of the Green functions | |
| 23 | -24)analytic solution delta-x-p ---> code to get the analytical results for density (in physical space) in the case of a wall for a solution of the FPE imposing proper boundary conditions. | |
| 24 | -25)fpe-phase-space-wall-6-adapt---> now the code includes some extra functionalities together with | |
| 25 | -the adapt package to carry out numerical integration. | |
| 26 | -26)integration-and-plots-corrected-final.R--->code to carry out automatic reading, integration and | |
| 27 | -plotting of the quantities of interest as resulting from the Fokker-Planck equations. |
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