discretization of the input data. The paper describes a Fast Class-Attribute Interdependence Maximization. (F-CAIM) algorithm that is an extension of the. MCAIM: Modified CAIM Discretization Algorithm for. Classification. Shivani V. Vora. (Research) Scholar. Department of Computer Engineering, SVNIT. CAIM (Class-Attribute Interdependence Maximization) is a discretization algorithm of data for which the classes are known. However, new arising challenges.
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Learn About Live Editor. Yu Li Yu Li view profile. Could you please send me the data directly?
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Choose a web site to get translated content where alhorithm and see local events and offers. Thanks for the code Guangdi Li. Hi, I got a error, can u help me?
These data sets are very different in terms of their complexity, number of classes, number of attributes, number of instances, and unbalance ratio ratio of size of the majority class to minority class.
The task of extracting knowledge from databases is quite often performed by machine learning algorithms. In the case of continuous attributes, there is a need discretizatlon a discretization algorithm that transforms continuous attributes into discrete ones. The majority of these algorithms can be applied only to discreetization described by discrete numerical or nominal attributes features. Second, the quality of the intervals is improved based on the data classes distribution, which leads to better classification performance on balanced and, especially, unbalanced data.
These algorithms were used in Garcia et al. You are now following this Submission You will see updates in your activity feed You may receive emails, depending on your notification preferences. If there is any problemplease let me know.
ur-CAIM: An Improved CAIM Discretization Algorithm for Unbalanced and Balanced Data Sets
Attempted to access B 0 ; discretizatlon must be a positive integer or logical. One can start with “ControlCenter. One fold is used for pruning, the rest for growing the rules. Select a Web Site Choose a web site to get translated content where available and see local events and offers.
The results obtained were contrasted through non-parametric statistical tests, which show that our proposal outperforms CAIM and many of the other methods on both types of data but especially on unbalanced data, which is its significant advantage. Balanced data sets information Discretizaiton set Instances Attributes Real Integer Nominal Classes abalone 8 7 0 1 28 arrhythmia zlgorithm 73 16 glass 9 9 0 0 7 heart 13 1 4 8 2 ionosphere siscretization 32 0 1 2 iris 4 4 0 0 3 jm1 21 13 8 0 2 madelon disctetization 0 2 mc1 38 10 28 0 2 mfeat-factors 0 0 10 mfeat-fourier 76 76 0 0 10 mfeat-karhunen 64 64 0 0 10 mfeat-zernike 47 47 0 0 10 pc2 36 13 23 0 2 penbased 16 16 0 0 10 pendigits 16 0 16 0 10 pima 8 8 0 0 2 satimage 36 0 36 0 7 segment 19 19 0 0 7 sonar 60 60 0 0 2 spambase 57 57 0 0 2 spectrometer 0 2 48 texture 40 40 0 0 11 thyroid 21 6 0 15 discrefization vowel 13 11 0 2 11 waveform 40 40 0 0 3 winequality-red 11 11 0 0 11 winequality-white 11 11 0 0 Discretized data sets are available to download for each discretization method.
I am not able to understand the class labels assigned to the Yeast dataset.
Select the China site in Chinese or English caum best site performance. Updates 17 Oct 1. This code is based on paper: However, new arising challenges such as the presence of unbalanced data sets, call for new algorithms capable of handling them, in addition to balanced data.
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CAIM Discretization Algorithm – File Exchange – MATLAB Central
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Guangdi Li Guangdi Li view profile. Third, the runtime of the alglrithm is lower than CAIM’s. Hemanth Hemanth view profile. CAIM class-attribute interdependence maximization is designed to discretize continuous data. Other MathWorks country sites are not optimized for visits from your location. Updated 17 Oct I have a question regarding the class labels. The ur-CAIM was compared with 9 well-known discretization methods on 28 balanced, and 70 unbalanced data sets.
I will answer you as soon as possible. First, it generates more flexible discretization schemes while producing a small number of intervals.