The sensor resource management problem in a multi-object tracking scenario is considered. In order to solve it, a dynamic budget balancing algorithm is proposed which models the different sensor tasks as partially observable Markov decision processes. Those are being solved by applying a combination of Lagrangian relaxation and policy rollout. The algorithm converges to a solution which is close to the optimal steady-state solution. This is shown through simulations of a two-dimensional tracking scenario. Moreover, it is demonstrated how the algorithm allocates the sensor time budgets dynamically to a changing environment and takes predictions of the future situation into account.Microwave Sensing, Signals & System
We investigate sensor scheduling for remote estimation when multiple smart sensors monitor multiple ...
This work addresses the problem of scheduling the resources of agile sensors. We advocate an informa...
In this paper, we consider a remote estimation problem where multiple dynamical systems are observed...
The sensor resource management problem in a multi-object tracking scenario is considered. In order t...
The radar resource management problem in a multitarget tracking scenario is considered. The problem ...
The radar resource management problem in a multitarget tracking scenario for multi-function radar is...
Radar Resource Management in a multi-sensor multi-target scenario is considered. A dynamic resource ...
Recent advances in Multi-Function Radar (MFR) systems led to an increase in their degrees of freedom...
The Radar Resource Management (RRM) problem in a multi-sensor multi-target scenario is considered. T...
In this work, the concept of sensor management is introduced and stochastic dynamic programming base...
With modern multi-function radars becoming more flexible, handling the limited amount of resources o...
The radar resource management problem in a multi-target tracking scenario is considered. Partially o...
In this work, the concept of sensor management is introduced and stochastic dynamic programming base...
In this paper we present hierarchical resource management algorithms for adaptive airborne surveilla...
A key challenge in the design of multi-sensor systems is the efficient allocation of scarce resource...
We investigate sensor scheduling for remote estimation when multiple smart sensors monitor multiple ...
This work addresses the problem of scheduling the resources of agile sensors. We advocate an informa...
In this paper, we consider a remote estimation problem where multiple dynamical systems are observed...
The sensor resource management problem in a multi-object tracking scenario is considered. In order t...
The radar resource management problem in a multitarget tracking scenario is considered. The problem ...
The radar resource management problem in a multitarget tracking scenario for multi-function radar is...
Radar Resource Management in a multi-sensor multi-target scenario is considered. A dynamic resource ...
Recent advances in Multi-Function Radar (MFR) systems led to an increase in their degrees of freedom...
The Radar Resource Management (RRM) problem in a multi-sensor multi-target scenario is considered. T...
In this work, the concept of sensor management is introduced and stochastic dynamic programming base...
With modern multi-function radars becoming more flexible, handling the limited amount of resources o...
The radar resource management problem in a multi-target tracking scenario is considered. Partially o...
In this work, the concept of sensor management is introduced and stochastic dynamic programming base...
In this paper we present hierarchical resource management algorithms for adaptive airborne surveilla...
A key challenge in the design of multi-sensor systems is the efficient allocation of scarce resource...
We investigate sensor scheduling for remote estimation when multiple smart sensors monitor multiple ...
This work addresses the problem of scheduling the resources of agile sensors. We advocate an informa...
In this paper, we consider a remote estimation problem where multiple dynamical systems are observed...