similar to: GARCH (1 , 1), Hill estimator of alpha, Pareto estimator

Ukech U. Kidi wrote: > dax<- diff(log(DAX_CAC$DAX[1:1865])) > m1<- garch(dax) > Error: couldn't find function "garch" > m1<- garch(dax[1:1865]) > Error: couldn't find function "garch" > m1<- garch(dax[1:1865]) I am sorry, but I forgot to change the addres to r-help in the reply. Well, I am not sure, wheere do you want to get

I installed this game on Wine 1.0 RC and runs. But graphic is garbage: [Image: http://img233.imageshack.us/img233/4451/zrzutekranudefaultwinedwi0.th.png ] (http://img233.imageshack.us/my.php?image=zrzutekranudefaultwinedwi0.png) [Image: http://img181.imageshack.us/img181/7017/zrzutekranudefaultwinedqs8.th.png ] (http://img181.imageshack.us/my.php?image=zrzutekranudefaultwinedqs8.png) When I try

Hi all, I have just uploaded the hbim package. This package does calculations related to the Hill/Bliss independence model as applied to mulitcomponent vaccines. Specifically, the package caculates expected relative risk and proportion protected assuming normally distributed log10 transformed antibody dose for a several component vaccine. It uses Hill models for each component which are combined

Hi all, I have just uploaded the hbim package. This package does calculations related to the Hill/Bliss independence model as applied to mulitcomponent vaccines. Specifically, the package caculates expected relative risk and proportion protected assuming normally distributed log10 transformed antibody dose for a several component vaccine. It uses Hill models for each component which are combined

I have this error why the reason for that? [Image: http://s3.subirimagenes.com:81/imagen/previo/thump_6438221pantallazo.png ] and when i try install visual c++ i get this error [Image: http://s2.subirimagenes.com/imagen/previo/thump_6438228pantallazo1.png ] says i cant access for service of windoes installer this error made for not correctly installa or i'm log in in safe mode. Help me

Dear all, Recently I am generating large random samples (10M) and any duplicated numbers are not desired. We tried several RNGs in R and found Wichmann-Hill did not produce duplications. The duplication problem is the interesting birthday problem. If there are M possible numbers, randomly draw N numbers from them, the average number of dupilcations D = N(N-1)/2/M. For Knuth-TAOCP and

is starting now in 4404 SC. --Vikram http://www.cs.uiuc.edu/~vadve http://llvm.cs.uiuc.edu/ -------------- next part -------------- A non-text attachment was scrubbed... Name: not available Type: text/enriched Size: 126 bytes Desc: not available URL: <http://lists.llvm.org/pipermail/llvm-dev/attachments/20041001/7d22e3df/attachment.bin>

[mod: This discussion has been going on "offline" with an occasional CC to linux-security. By the time I got around to do another "moderation round" this one was the latest. Everyone is keeping good context, so I think you all will be able to follow the discussion. --REW] >>>>> <seifried@seifried.org> writes: >> The only thing I can see coming out