Fixed many bugs
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\begin{abstract}
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It is common practice to use a sample-based representation to solve problems having a probabilistic interpretation.
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In many real world scenarios one is then interested in finding a \qq{best estimate} of the underlying problem, e.g. the position of a robot.
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This is often done by means of simple parametric point estimator, providing the sample statistics.
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This is often done by means of simple parametric point estimators, providing the sample statistics.
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However, in complex scenarios this frequently results in a poor representation, due to multimodal densities and limited sample sizes.
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Recovering the probability density function using a kernel density estimation yields a promising approach to solve the state estimation problem i.e. finding the \qq{real} most probable state, but comes with high computational costs.
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