Displaying 6 results from an estimated 6 matches for "salvez".
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salve
2007 Jan 04
0
dashed lines and SVG files devSVG("/folderul/unde/salvez/myplot.svg", width=10, height=10) plot(1:10, 1:10) dev.off()
Dear helpers,
I have a question about the SVG device. It works fine, the SVG file is
indeed produced, only the graphic differs from the R window.
In the SVG file the dashed line is just a regular plain one. My toy example is:
library(RSvgDevice)
devSVG("myplot.svg", width=10, height=10)
plot(1:10)
abline(v=5, lty=?dashed?)
dev.off()
Is there anything more (or different) I should do?
2012 Jun 16
3
Temporal disaggregation
Dear R users,
I have a panel data set (in MS excel) on prices across countries and time
country time price
1 "23/11/08" 2
1 "28/12/08" 3
1 "25/01/09" 4
1 "22/02/09" 5
1 "29/03/09" 6
1 "26/04/09" 32
1
2012 Jun 16
2
interpolation to montly data
I have a panel data set (in MS excel) like the one below
1 "23/11/08" 2
1 "28/12/08" 3
1 "25/01/09" 4
1 "22/02/09" 5
1 "29/03/09" 6
1 "26/04/09" 32
1 "24/05/09" 23
1 "28/06/09"
2012 Jun 03
2
plotting evolution of dates
Dear R users,
I have the following problem
I have a panel data across countries and individuals. For each country
I have a sequence of dates
For France for example
22/02/09
22/03/09
19/04/09
17/05/09
12/07/09
09/08/09
06/09/09
04/10/09
01/11/09
29/11/09
27/12/09
31/01/10
For Italy
14/06/09
12/07/09
09/08/09
06/09/09
04/10/09
01/11/09
29/11/09
27/12/09
31/01/10
28/02/10
28/03/10
The structure
2003 Aug 01
0
*** Self Employed Health Insurance - Free Quotes! gzd kjlg enlh (PR#3608)
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a</salvez>n<juliex>d Mor</castroc>e!<br wesleyanv>=
S<gustavusb>peci</mastiffn>ali<pathm>zing i</=
postpositionq>n
Se<rosaw>lf-E</astrale>mp<wastr>loyed
Pl</boott>an<economyy>s, Fa</warbleu>mily
a<helenaa>nd I</hoses&g...
2012 Jun 05
1
data analysis problem
Dear R users,
I have data on 4 types of interest rates. These rates evolve over
time and across regions of countries . So for each type of interest
rates I want to run a regression of rates on some other variables.
So my regression for one type of interest rate will be I_{ij}_t= a
+regressors +error term.
where I_{ij}_t is the absolute difference in rates between two
locations i and j at time