AbstractExpressions are given for the information matrix of the parameters of the multiple-input single-output time series model for correlated and uncorrelated inputs, allowing lags between inputs. The model under consideration is a generalization of the multiple-regression model with autocorrelated errors, the transfer function model and the autoregressive moving average exogenous (ARMAX) model. The elements of the Fisher matrix are evaluated using algorithms developed for the univariate ARMA model
A matrix is called a multiple resultant matrix associated to two matrix polynomials when it becomes ...
AbstractA matrix is called a multiple resultant matrix associated to two matrix polynomials when it ...
A matrix is called a multiple resultant matrix associated to two matrix polynomials when it becomes ...
AbstractExpressions are given for the information matrix of the parameters of the multiple-input sin...
Expressions are given for the information matrix of the parameters of the multiple-input single-outp...
This paper proposes a fast algorithm for the exact maximum likelihood estimation of parameters of mu...
AbstractThe Fisher information matrix is useful in time series modeling mainly because the significa...
AbstractThe Fisher information matrix is of fundamental importance for the analysis of parameter est...
In this paper, the computation of the exact Fisher information matrix of a large class of Gaussian t...
AbstractThis paper introduces several forms of relationships between Fisher's information matrix of ...
The paper presents an algorithm for computing the asymptotic Fisher information matrix of a possibly...
AbstractA matrix is called a multiple resultant matrix associated to two matrix polynomials when it ...
The paper presents an algorithm for computing the asymptotic Fisher information matrix of a possibly...
AbstractThe purpose of this paper is to set forth easily implementable expressions for the Fisher in...
The Fisher information matrix is of fundamental importance for the analysis of parameter estimation ...
A matrix is called a multiple resultant matrix associated to two matrix polynomials when it becomes ...
AbstractA matrix is called a multiple resultant matrix associated to two matrix polynomials when it ...
A matrix is called a multiple resultant matrix associated to two matrix polynomials when it becomes ...
AbstractExpressions are given for the information matrix of the parameters of the multiple-input sin...
Expressions are given for the information matrix of the parameters of the multiple-input single-outp...
This paper proposes a fast algorithm for the exact maximum likelihood estimation of parameters of mu...
AbstractThe Fisher information matrix is useful in time series modeling mainly because the significa...
AbstractThe Fisher information matrix is of fundamental importance for the analysis of parameter est...
In this paper, the computation of the exact Fisher information matrix of a large class of Gaussian t...
AbstractThis paper introduces several forms of relationships between Fisher's information matrix of ...
The paper presents an algorithm for computing the asymptotic Fisher information matrix of a possibly...
AbstractA matrix is called a multiple resultant matrix associated to two matrix polynomials when it ...
The paper presents an algorithm for computing the asymptotic Fisher information matrix of a possibly...
AbstractThe purpose of this paper is to set forth easily implementable expressions for the Fisher in...
The Fisher information matrix is of fundamental importance for the analysis of parameter estimation ...
A matrix is called a multiple resultant matrix associated to two matrix polynomials when it becomes ...
AbstractA matrix is called a multiple resultant matrix associated to two matrix polynomials when it ...
A matrix is called a multiple resultant matrix associated to two matrix polynomials when it becomes ...