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Multisensor Information Fusion Based on Dempster-shafer Theory and Power Average Operator ⋆
"... In multisensor information fusion, the key problems are the representation of sensor report and the combination methodology of sensor information. In this paper, we propose a novel method for the fusion of multisensor information. Within the proposed method, the sensor report has been represented by ..."
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In multisensor information fusion, the key problems are the representation of sensor report and the combination methodology of sensor information. In this paper, we propose a novel method for the fusion of multisensor information. Within the proposed method, the sensor report has been represented by using Dempster-shafer theory. Then an evidence-driven method is proposed to obtain the relative credibility of each sensor based on the power average operator. At last, a weighted balance evidence theory is employed to combine the sensor reports. The proposed method is efficient for the representation of uncertain information and fusion of conflicting sensor reports. A numerical example is given to demonstrate the effectiveness of the proposed method.
The maximum Deng entropy
"... Dempster Shafer evidence theory has widely used in many applications due to its advantages to handle uncertainty. Deng entropy, has been proposed to measure the uncertainty degree of basic probability assignment in evidence theory. It is the generalization of Shannon entropy since that the BPA is de ..."
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Dempster Shafer evidence theory has widely used in many applications due to its advantages to handle uncertainty. Deng entropy, has been proposed to measure the uncertainty degree of basic probability assignment in evidence theory. It is the generalization of Shannon entropy since that the BPA is degenerated as probability, Deng entropy is identical to Shannon entropy. However, the maximal value of Deng entropy has not been disscussed until now. In this paper, the condition of the maximum of Deng entropy has been disscussed and proofed, which is usefull for the application of Deng entropy.
Contents lists available at ScienceDirect International Journal of Approximate Reasoning
"... journal homepage: www.elsevier.com/locate/ijar Conflict management in Dempster–Shafer theory using the degree ..."
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journal homepage: www.elsevier.com/locate/ijar Conflict management in Dempster–Shafer theory using the degree
Contents lists available at SciVerse ScienceDirect International Journal of Approximate Reasoning
"... journal homepage: www.elsevier.com/locate/ijar ..."
Singular sources mining using evidential conflict analysis
, 2012
"... Singular sources mining is essential in many applications like sensor fusion or dataset analysis. A singular source of information provides pieces of evidence that are significantly different from the majority of the other sources. In the Dempster-Shafer theory, the pieces of evidence collected by a ..."
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Singular sources mining is essential in many applications like sensor fusion or dataset analysis. A singular source of information provides pieces of evidence that are significantly different from the majority of the other sources. In the Dempster-Shafer theory, the pieces of evidence collected by a source are summarized by basic belief assignments (bbas). In this article, we propose to mine singular sources by analysing the conflict between their corresponding bbas. By viewing the conflict as a function of parameters called discounting rates, new developments are obtained and a criterion that weights the contribution of each bba to the conflict is introduced. The efficiency and the robustness of this criterion is demonstrated on several sets of bbas with various specificities.
dissent
, 2012
"... Author manuscript, published in "Workshop on the theory of belief functions, Brest: France (2010)" ..."
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Author manuscript, published in "Workshop on the theory of belief functions, Brest: France (2010)"
System prediction combining state estimation with an evidential influence diagram
"... Abstract- In this paper we develop a system state estimation model for combining partial information regarding the state of a system of interest. In addition we develop an evidential influence diagram representing our a priori knowledge of system relations. Both system state estimation and a priori ..."
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Abstract- In this paper we develop a system state estimation model for combining partial information regarding the state of a system of interest. In addition we develop an evidential influence diagram representing our a priori knowledge of system relations. Both system state estimation and a priori knowledge are represented by belief functions. A predicted future system state is obtained by combining the fused estimated system state with the fused a priori knowledge. The predicted system state can be marginalized to give specific state predictions of all variables of interest of the system state estimation model. Finally, we may compare predicted system states with later actual states to highlight any deviations from expected developments.
springerlink.com © Springer-Verlag Berlin Heidelberg 2012 The Internal Conflict of a Belief Function★
"... Abstract. In this paper we define and derive an internal conflict of a belief function We decompose the belief function in question into a set of generalized simple support functions (GSSFs). Removing the single GSSF supporting the empty set we obtain the base of the belief function as the remaining ..."
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Abstract. In this paper we define and derive an internal conflict of a belief function We decompose the belief function in question into a set of generalized simple support functions (GSSFs). Removing the single GSSF supporting the empty set we obtain the base of the belief function as the remaining GSSFs. Combining all GSSFs of the base set, we obtain a base belief function by definition. We define the conflict in Dempster’s rule of the combination of the base set as the internal conflict of the belief function. Previously the conflict of Dempster’s rule has been used as a distance measure only between consonant belief functions on a conceptual level modeling the disagreement between two sources. Using the internal conflict of a belief function we are able to extend this also to non-consonant belief functions. 1