For a univeraal set X= { a,b,c,d,e} of 5 kinds of features Basic probability assignment (BPA) of evidence are given by a sensor A as fallowmA({a})= 0.3, mA({a,b,c})= 0.3,mA(X)= 0.2 Here another sensor B independently has a different body of evidence MB({b})= 0.5, mB({a,b,c})= 0.3,mB(X)= 0.21) obtaun the combined body of evidence { FAB,mAB} from Demster- Shafers rule of combination in evidence: the combined BPAs and focal elements.2) Find a fuzzy set of sensor B, induced Mu g(.) From the possibility hypothesis allKTK12:17✰ocs.cau.ac.kr4. For a universal set X = {a, b, c, d, e) of 5 kinds offeatures, Basic probability assignments (BPA) ofevidence are given by a sensor A, as follows:mA({a})= 0.3, mA({a, b})= 0.2, m₁({a, b, c)) = 0.3, mA(X) = 0.2Here, another sensor B independently has a differentbody of evidence,mg({b})=0.5, mg((a, b, c)) = 0.3, mg(x) = 0.2→8%1) Obtain the combined bodies of evidence {FAB, MAB) fromDemster-Shafer's rule of combination in evidence: thecombined BPAs and focal elements.2) Find a fuzzy set of sensor B, induced HB.) from thepossibility hypothesis.+36

To obtain the combined body of evidence {FAB, mAB} from Dempster-Shafer's rule of combination, we…

4. For a universal set X = {a, b, c, d, e) of 5 kinds of features, Basic probability assignments (BPA) of evidence are given by a sensor A, as follows: mA({a})= 0.3, m({a, b}) = 0.2, m₁({a,b,c})= 0.3, m₁(X) = 0.2 Here, another sensor B independently has a different body of evidence, mg({b})= 0.5, mg({a, b, c)) = 0.3, mg(x) = 0.2 1) Obtain the combined bodies of evidence (FAB, MAB} from Demster-Shafer's rule of combination in evidence: the combined BPAs and focal elements. 2) Find a fuzzy set of sensor B, induced (.) from the possibility hypothesis.

4. For a universal set X = {a, b, c, d, e) of 5 kinds of features, Basic probability assignments (BPA) of evidence are given by a sensor A, as follows: mA({a})= 0.3, m({a, b}) = 0.2, m₁({a,b,c})= 0.3, m₁(X) = 0.2 Here, another sensor B independently has a different body of evidence, mg({b})= 0.5, mg({a, b, c)) = 0.3, mg(x) = 0.2 1) Obtain the combined bodies of evidence (FAB, MAB} from Demster-Shafer's rule of combination in evidence: the combined BPAs and focal elements. 2) Find a fuzzy set of sensor B, induced (.) from the possibility hypothesis.

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

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