Displaying 20 results from an estimated 6000 matches similar to: "ARIMA\GARCH forcasting"
2007 Oct 17
1
Time Series - Function to fit ARIMA and GARCH components
I'm searching for a function to fit a conditional mean structure (ARIMA) and
a conditional variance structure (GARCH) to a data set for one model.
Particularly, I'm trying to fit an IMA(1,1)+GARCH(1,1) model to a data set.
However, I can't seem to find a function that will let me specify both the
ARIMA and GARCH components.
Any help would be appreciated!
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2010 Mar 17
1
Reg GARCH+ARIMA
Hi,
Although my doubt is pretty,as i m not from stats background i am not sure
how to proceed on this.
Currently i am doing a forecasting.I used ARIMA to forecast and time series
was volatile i used garchFit for residuals.
How to use the output of Garch to correct the forecasted values from ARIMA.
Here is my code:
###delta is the data
fit<-arima(delta,order=c(2,,0,1))
fit.res <-
2001 Apr 24
1
ARIMA and GARCH
Hello,
I would like to study time series with ARIMA and GARCH models.
I installed R-Plus and its libraries but when I try to execute the function
arima0, It answers that the function does not exist.
Could you help me or give me references of papers dealing with arima and garch
in R-Plus?
Thanks
Beno?t,
___________________________________
Mr. Beno?t LACHERON
Rue de l'industrie, 44,
1040
2009 Jun 03
0
Import ARIMA-GARCH coefficients
Hello,
I am modelling a Time Serie with ARIMA-GARCH and i have already determined the coefficients ( ARIMA and GARCH) with other software. Now I am trying to do the forecast in R, but i don't know how i can import the coefficients.
I will be very pleased if someone help me.
Daniel
_________________________________________________________________
Mais do que mensagens – conheça
2006 Feb 18
0
question about GARCH - newbie question
hello,
I have been looking at multiple websites on GARCH and
have looked at some books and I am getting
contradictory models given for GARCH.
If I use the GARCH function to fit my model, I am
confused as to what the coefficents given refer to.
For example if I fit a GARCH(1,1) model, GARCH will
give me three coefficients Ao, Ai, and Bi
I know Ao refers to the constant of the model.
But what
2009 Feb 03
3
Problem about SARMA model forcasting
Hello, Guys:
I'm from China, my English is poor and I'm new to R. The first message I sent to R help meets some problems, so I send again.
Hope that I can get useful suggestions from you warm-hearted guys.
Thanks.
I builded a multiplicative seasonal ARMA model to a series named "cDownRange".
And the order is (1,1)*(0,1)45
The regular AR=1; regular MA=1; seasonal AR=0; seasonal
2006 Feb 16
2
function for prediting garch
hello,
In my time series data, I was able to successfully fit
its ARIMA model (Box-Jenkins) and its GARCH model and
estimate their parameters. I was also able to forecast
future values of the time series based on my fitted
ARIMA model using the predict() function call.
However, I'm not sure what is the correct function
command to call in order to forecast future values of
my time series
2011 Jun 13
0
garch() false convergence
Hi,
i did in the last month a research about timeseries with the function
ARIMA().
Where i had to know how to predict and forecast new datapoints in the
future. Not only the things the functions predict() and forecast() can do.
All was ok, as the arima function was in the major parts convergent and i
did know how to predict for example in a simple ARIMA(x,0,y)-model.
Now i have to do the same
2009 Jun 23
1
Forecast GARCH model
Hi,
I've fitted a GARCH(1,1) for the residuals of my time serie (X).
X is an ARMA(1,1) process.
Now I want to do a n-step forecast for X, knowing these processes. How can I
do this?
I know that there's a command:
predict() for ARIMA processes and so on, but what about GARCH?
I've got:
arma=arima(x, order=c(1,0,1))
(...)
garch11<-garch(residuals(x),order = c(1, 1))
1999 Oct 07
2
R + GARCH ???
Dear R-Users,
are there any ARIMA/GARCH-packages/functions for R?
Best regards,
M. Fischer
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2011 Jul 13
1
AR-GARCH with additional variable - estimation problem
Dear list members,
I am trying to estimate parameters of the AR(1)-GARCH(1,1) model. I have one
additional dummy variable for the AR(1) part.
First I wanted to do it using garchFit function (everything would be then
estimated in one step) however in the fGarch library I didn't find a way to
include an additional variable.
That would be the formula but, as said, I think it is impossible to add
2009 Nov 06
1
GARCH Models in R
Dear all,
I'm using garchFit from fSeries package and I am not getting the desired
results (error message : could not find function "garchFit" ).
Would you please advise as to how I can build an ARIMA(p, d, q) -
GARCH(p,q) model using R
see the attached data and R-output.
Thanking you in advance
Kind regards
Mangalani Peter Makananisa
Statistical Analyst
South
2007 Dec 24
2
ARIMA problem
Hi,
This is regarding the ARIMA model.
I am having time series data of stock of 2000 values. Using the ARIMA model
in R, I want the forcasted values for next 36 time points.
However when I run this model in R, I am getting same value for all 36 time
points.
I have tried to fit the data with ARIMA model by changing the parameters
p,d,q after looking at the errors and other criteria for
2006 Nov 20
1
how to forecast the GARCH volatility?
Dear All,
I have loaded package(tseries), but when I run
predict.garch(...) R tells me could not find function
"predict.garch", however ?predict.garch shows me
something. I am confused about this. How can I
forecast garch volatility?
I have tried:
predict(...,n.ahead=...),give me fitted value
predict(...,n),give me NA,NA
2009 Jun 19
1
using garchFit() to fit ARMA+GARCH model with exogeneous variables
Hello -
Here's what I'm trying to do. I want to fit a time series y with
ARMA(1,1) + GARCH(1,1), there are also an exogeneous variable x which I
wish to include, so the whole equation looks like:
y_t - \phi y_{t-1} = \sigma_t \epsilon_t + \theta \sigma_{t-1}
\epsilon_{t-1} + c x_t where \epsilon_t are i.i.d. random
variables
\sigma_t^2 = omega + \alpha \sigma_{t-1}^2 + \beta
2008 Apr 01
1
garch prediction
Hello
I want to predict the future values of time series with Garch
When I specified my model like this:
library(fGarch)
ret <- diff(log(x))*100
fit = garchFit(~arma(1,0,0)+garch(1, 1), data =ret)
predict(fit, n.ahead = 10)
meanForecast meanError standardDeviation
1 0.01371299 0.03086350 0.03305819
2 0.01211893 0.03094519 0.03350248
2011 May 10
0
DCC-GARCH model and AR(1)-GARCH(1, 1) regression model - help needed..
Hello,
I have a rather complex problem... I will have to explain everything in
detail because I cannot solve it by myself...i just ran out of ideas. So
here is what I want to do:
I take quotes of two indices - S&P500 and DJ. And my first aim is to
estimate coefficients of the DCC-GARCH model for them. This is how I do it:
library(tseries)
p1 = get.hist.quote(instrument =
2011 May 04
1
fGarch
Hi,
I am attempting to fit a ARMA/GARCH regression model without success.
### ARIMA-GARCH model with regressor ###
### Time series data: A multivariate data set.
cov.ts.dq = cov.ts[1:4,"dq1"][!is.na(cov.ts[,"dq1"])]
cov.ts.day = ts.intersect(dq = diff(q.ts), day = lag(q.ts, -1))
### The following R scripts work:
(summary(no.day.fitr <- garchFit(dq ~ arma(0,3) +
2008 Apr 07
1
re garding Garch prediction mechanism
Hi,
I am having some confusion.It has been said that we can only estimate the
future values using meanForecast +/- 2*standardDeviation. with 95%
confidence.This means using this garch model we can only have a upper and
lower limit of the values within which the next actual value is expected to
lie.Then how come in research papers they plot the actual and predicted
value so neatly.The simple
2008 Aug 02
0
SARIMA Model confrimation
Hi..
R Program is shown ARIMA output as below then SARIMA equation is be
(1 - 0.991B^{12})z_t + 43.557 = (1+0.37B)(1-0,915B^{12})a_t
But I try to calculate it by manual . It look like it 's big different from R sofeware,
I am not sure this equation is correct or not . PLS supoort me to confirm it
Arima Model ( 0,0,1)(1,0,1)
No Transformation
Constant >> 43.557 , t = 10.09