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Insert the first object into a new cluster, use the object as the mode of the cluster, and remove the object from S. 3. Initialize φ to 1. 4. Loop through the following until S is empty or φ > threshold a. For each object o in S i. Find o’s nearest cluster c by using the dissimilarity metric to compare o with the modes of all existing cluster(s). ii. If the number of different values between o and c’s mode is larger than φ, insert o into a new cluster iii. Otherwise, insert o into c and update c’s mode.

Fi denotes the corresponding feature space of representation i and ”−” denotes that there is no object 26 J. Aßfalg et al. description for this representation. Missing representations are a quite common problem in many application areas and thus, should be considered when building a method. Obviously, for each object there has to be at least one oj = ”−”. For a given set of classes C = ci , . . , ck , our classification task can be described in the following way. Given a training set of multi-represented objects T R ⊂ R1 × .

De Abstract. Complex objects are often described by multiple representations modeling various aspects and using various feature transformations. To integrate all information into classification, the common way is to train a classifier on each representation and combine the results based on the local class probabilities. In this paper, we derive so-called confidence estimates for each of the classifiers reflecting the correctness of the local class prediction and use the prediction having the maximum confidence value.

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Student Guide 801 2.0


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