An Incomplete Data Filling Approach Based on a New Valued Tolerance Relation
نویسندگان
چکیده
Abstract: In real life there are many incomplete information system, However, the traditional rough set theory is not suitable for incomplete information system. A lot of extension of the rough sets theory have been proposed based on this. In these theories, the handling of null value or missing values is the key problem. In this paper a new valued tolerance and a concept of Tolerance Degree Vector are put forward at first; moreover a new incomplete data filling approach which based on new valued tolerance and tolerance degree vector(for short “NVT-TDV”) is proposed. Subsequently, two series of experiments have been carried out, one was compared the classification accuracy with other extended rough set model, the other was the data filling accuracy test based on Waikato Environment for Knowledge Analysis platform . The experimental results show that it can be adopted as a pre-processing method in data mining.
منابع مشابه
A New Extended Analytical Hierarchy Process Technique with Incomplete Interval-valued Information for Risk Assessment in IT Outsourcing
Information technology (IT) outsourcing has been recognized as a new methodology in many organizations. Yet making an appropriate decision with regard to selection and use of these methodologies may impose uncertainties and risks. Estimating the occurrence probability of risks and their impacts organizations goals may reduce their threats. In this study, an extended analytical hierarchical proc...
متن کاملUNCERTAINTY DATA CREATING INTERVAL-VALUED FUZZY RELATION IN DECISION MAKING MODEL WITH GENERAL PREFERENCE STRUCTURE
The paper introduces a new approach to preference structure, where from a weak preference relation derive the following relations:strict preference, indifference and incomparability, which by aggregations and negations are created and examined. We decomposing a preference relation into a strict preference, anindifference, and an incomparability relation.This approach allows one to quantify diff...
متن کاملOn the Extension of Rough Sets under Incomplete Information
The rough set theory, based on the indiscernibility relation, is not useful for analysing incomplete information. Therefore, we introduce two generalizations of this theory, besides the well known one based on tolerance relations. The rst proposal is based on non symmetric similarity relations, while the second one uses valued tolerance relation. Both approaches provide more informative results...
متن کاملA New Extension Model of Rough Sets Under Incomplete Information
The classical rough set theory based on complete information systems stems from the observation that objects with the same characteristics are indiscernible according to available information. With respect to upper-approximation and lower-approximation defined on an indiscernibility relation it classifies objects into different equivalent classes. But in some cases such a rigid indiscernibility...
متن کاملSHAPLEY FUNCTION BASED INTERVAL-VALUED INTUITIONISTIC FUZZY VIKOR TECHNIQUE FOR CORRELATIVE MULTI-CRITERIA DECISION MAKING PROBLEMS
Interval-valued intuitionistic fuzzy set (IVIFS) has developed to cope with the uncertainty of imprecise human thinking. In the present communication, new entropy and similarity measures for IVIFSs based on exponential function are presented and compared with the existing measures. Numerical results reveal that the proposed information measures attain the higher association with the existing me...
متن کامل