conn.context |
ConnectionContext
The connection to the SAP HANA system.
|
data |
DataFrame
DataFrame containing the data.
|
endog |
character, optional
The endogenous variable, i.e. time series.
cannot be the first column's name (ID column).
Defaults to the second column's name.
|
exog |
list of character, optional
An optional array of exogenous variables.
Valid only for ARIMAX; cannot be the ID column's name
and the name of endog column.
Defaults to None.
|
seasonal.period |
integer, optional
Value of the seasonal period.
Negative: Automatically identify seasonality by means of auto-correlation scheme.
0 or 1: Non-seasonal.
Others: Seasonal period.
Defaults to -1.
|
seasonality.criterion |
double, optional
The criterion of the auto-correlation coefficient for accepting seasonality,
in the range of (0, 1). The larger it is, the less probable a time series is
regarded to be seasonal.
Valid only when seasonal_period is negative.
Defaults to 0.2.
|
d |
integer, optional
Order of first-differencing.
Others: Uses the specified value as the first-differencing order.
Negative: Automatically identifies first-differencing order with KPSS test.
Defaults to -1.
|
kpss.significance.level |
double, optional
The significance level for KPSS test. Supported values are 0.01, 0.025, 0.05, and 0.1.
The smaller it is, the larger probable a time series is considered as first-stationary,
that is, the less probable it needs first-differencing. Valid only when d is negative.
Defaults to 0.05.
|
max.d |
integer, optional
The maximum value of d when KPSS test is applied.
Defaults to 2.
|
seasonal.d |
integer, optional
Order of seasonal-differencing.
Negative: Automatically identifies seasonal-differencing order Canova-Hansen test.
Others: Uses the specified value as the seasonal-differencing order.
Defaults to -1.
|
ch.significance.level |
double, optional
The significance level for Canova-Hansen test. Supported values are 0.01, 0.025,
0.05, 0.1, and 0.2. The smaller it is, the larger probable a time series
is considered seasonal-stationary,that is, the less probable it needs
seasonal-differencing.
Valid only when seasonal_d is negative.
Defaults to 0.05.
|
max.seasonal.d |
integer, optional
The maximum value of “seasonal_d“ when Canova-Hansen test is applied.
Defaults to 1.
|
max.p |
integer, optional
The maximum value of AR order p.
Defaults to 5.
|
max.q |
integer, optional
The maximum value of MA order q.
Defaults to 5.
|
max.seasonal.p |
integer, optional
The maximum value of SAR order P.
Defaults to 2.
|
max.seasonal.q |
integer, optional
The maximum value of SMA order Q.
Defaults to 2.
|
information.criterion |
integer, optional
The information criterion for order selection:
0: AICC
1: AIC
2: BIC.
Defaults to 0.
|
search.strategy |
integer, optional
The search strategy for optimal ARMA model.
0: Exhaustive traverse
1: Stepwise traverse.
Defaults to 1.
|
max.order |
integer, optional
The maximum value of max.p + max.q + max.seasonal.p +
max.seasonal.q. Valid only when search.strategy is 0.
Defaults to 15.
|
initial.p |
integer, optional
Initial value of p. Valid only when search.strategy is 1.
Defaults to 0.
|
initial.q |
integer, optional
Initial value of q. Valid only when search.strategy is 1.
Defaults to 0.
|
initial.seasonal.p |
integer, optional
Initial value of seasonal.p.
Valid only when search.strategy is 1.
Defaults to 0.
|
initial.seasonal.q |
integer, optional
Initial value of seasonal.q.
Valid only when search.strategy is 1.
Defaults to 0.
|
guess.states |
integer, optional
If employing ACF/PACF to guess initial ARMA models, besides user-defined model:
0: No guess. Besides user-defined model, uses states (2, 2) (1, 1)m, (1, 0) (1, 0)m,
and (0, 1) (0, 1)m meanwhile as starting states.
1: Guesses starting states taking advantage of ACF/PACF.
Valid only when search.strategy is 1.
Defaults to 1.
|
max.search.iterations |
integer, optional
The maximum iterations for searching optimal ARMA states.
Valid only when emphsearch.strategy is 1.
Defaults to (max.p + 1) * (max.q + 1) *
(max.seasonal.p + 1) * (max.seasonal.q + 1).
|
method |
{"css", "mle", "css-mle"}, optional
The object function for numeric optimization.
"css": use the conditional sum of squares.
"mle": use the maximized likelihood estimation.
"css-mle": use css to approximate starting values and mle to fit.
Defaults to "css-mle".
|
allow.linear |
integer, optional
Controls whether to check linear model ARMA (0, 0) (0, 0)m.
0: No
1: Yes
Defaults to 1.
|
forecast.method |
{"formula.forecast", "innovations.algorithm"}, optional
Store information for the subsequent forecast method.
"formula.forecast": compute future series via formula.
"innovations.algorithm": apply innovations algorithm to compute future
series, which requires more original information to be stored
Defaults to "innovations.algorithm".
|
output.fitted |
logical, optional
Output fitted result and residuals if TRUE.
Defaults to TRUE.
|
thread.ratio |
double, optional
Controls the proportion of available threads to use for prediction.
The value range is from 0 to 1, where 0 indicates a single thread,
and 1 indicates up to all available threads. Values between 0 and 1
will use that percentage of available threads.Values outside this
range are ignored.
Defaults to 0.
|
The AUTO ARIMA function identifies the orders of an ARIMA model (p, d, q)(P, D, Q)m,
where m is the seasonal period according to some information criterion such as AICc,
AIC, and BIC. If order selection succeeds, the function gives the optimal model as in
the ARIMATRAIN function.