statsmodels.tsa.statespace.representation.FrozenRepresentation¶
-
class
statsmodels.tsa.statespace.representation.
FrozenRepresentation
(model)[source]¶ Frozen Statespace Model
Takes a snapshot of a Statespace model.
- Parameters
- model
Representation
A Statespace representation
- model
- Attributes
- nobs
int
Number of observations.
- k_endog
int
The dimension of the observation series.
- k_states
int
The dimension of the unobserved state process.
- k_posdef
int
The dimension of a guaranteed positive definite covariance matrix describing the shocks in the measurement equation.
- dtype
dtype
Datatype of representation matrices
- prefix
str
BLAS prefix of representation matrices
- shapes
dictionary
of
name:tuple A dictionary recording the shapes of each of the representation matrices as tuples.
- endog
ndarray
The observation vector.
- design
ndarray
The design matrix, \(Z\).
- obs_intercept
ndarray
The intercept for the observation equation, \(d\).
- obs_cov
ndarray
The covariance matrix for the observation equation \(H\).
- transition
ndarray
The transition matrix, \(T\).
- state_intercept
ndarray
The intercept for the transition equation, \(c\).
- selection
ndarray
The selection matrix, \(R\).
- state_cov
ndarray
The covariance matrix for the state equation \(Q\).
- missing
array
of
bool An array of the same size as endog, filled with boolean values that are True if the corresponding entry in endog is NaN and False otherwise.
- nmissing
array
of
int
An array of size nobs, where the ith entry is the number (between 0 and k_endog) of NaNs in the ith row of the endog array.
- time_invariantbool
Whether or not the representation matrices are time-invariant
- initialization
Initialization
object
Kalman filter initialization method.
- initial_statearray_like
The state vector used to initialize the Kalamn filter.
- initial_state_covarray_like
The state covariance matrix used to initialize the Kalamn filter.
- nobs
Methods
update_representation
(model)Update model Representation
Methods
update_representation
(model)Update model Representation