The problem of degeneracy in marginalized particle filtering is addressed. In particular, we note that the degeneracy is caused by loss of entropy of the posterior distribution and design maximum entropy estimates to prevent this. The main technique used in this report is known as forgetting. Itis shown that it can be used to suppress the problem with degeneracy, however, it is not a proper cure for the problem of stationary parameters. The problem of marginal-marginalized particle filter for sufficient statistics is also studied. The resulting algorithm is found to have remarkable similarities with the algorithm known as forward smoothing
Particle filters are a popular and flexible class of numerical algorithms to solve a large class of ...
In many applications, a state-space model depends on a parameter which needs to be inferred from dat...
The marginalized particle filter is a powerful combination of the particle filter and the Kalman fil...
The problem of degeneracy in marginalized particle filtering is addressed. In particular, we note tha...
The Particle filter can in theory estimate the state of any nonlinear system, but in practice it suf...
Abstract. The marginalized particle filter is a powerful combination of the particle filter and the ...
The marginalized particle filter is a powerful combination of the particle filter and the Kalman fi...
Particle filtering/smoothing is a relatively new promising class of algorithms\ud to deal with the e...
The particle filter provides a general solution to the nonlinear filtering problem with arbitrarily ...
A new algorithm, the progressive proposal particle filter, is introduced. The performance of a stand...
The recently developed particle filter offers a general numerical tool to approximate the state a po...
Marginalization enables the particle filter to be applied to high-dimensional problems by invoking t...
The particle filter provides a general solution to the nonlinear filtering problem with arbitrarily ...
The particle filter offers a general numerical tool to approximate the posterior density function fo...
Knowledge of the noise distribution is typically crucial for the state estimation of general state-s...
Particle filters are a popular and flexible class of numerical algorithms to solve a large class of ...
In many applications, a state-space model depends on a parameter which needs to be inferred from dat...
The marginalized particle filter is a powerful combination of the particle filter and the Kalman fil...
The problem of degeneracy in marginalized particle filtering is addressed. In particular, we note tha...
The Particle filter can in theory estimate the state of any nonlinear system, but in practice it suf...
Abstract. The marginalized particle filter is a powerful combination of the particle filter and the ...
The marginalized particle filter is a powerful combination of the particle filter and the Kalman fi...
Particle filtering/smoothing is a relatively new promising class of algorithms\ud to deal with the e...
The particle filter provides a general solution to the nonlinear filtering problem with arbitrarily ...
A new algorithm, the progressive proposal particle filter, is introduced. The performance of a stand...
The recently developed particle filter offers a general numerical tool to approximate the state a po...
Marginalization enables the particle filter to be applied to high-dimensional problems by invoking t...
The particle filter provides a general solution to the nonlinear filtering problem with arbitrarily ...
The particle filter offers a general numerical tool to approximate the posterior density function fo...
Knowledge of the noise distribution is typically crucial for the state estimation of general state-s...
Particle filters are a popular and flexible class of numerical algorithms to solve a large class of ...
In many applications, a state-space model depends on a parameter which needs to be inferred from dat...
The marginalized particle filter is a powerful combination of the particle filter and the Kalman fil...