Two oracles play a pivotal role in the proposed method. Our improvement stem from the choice of a deffuzification operator that captures essential features of fuzzy parameters at hand rather than those that yield single values, leading to a loss of many useful information. approach relies on the deffuzification of involved fuzzy quantities. Similar to many approaches in the literature, our. In this paper we present a new approach for dealing with multiobjective programming problems with fuzzy objective functions.
It assumes different shapes and forms, all concurring to the general goal of designing effective and efficient tools for handling imprecision in an Optimization setting. Research in optimization under uncertainty is alive. © The Chapters their several authors 2012. © Editorial matter and organization Jochen Trommer 2012. Two detailed chapters formulate a new coherent research program for exponence which integrates the central insights of the last decades and provides important new challenges for years to come. Topics include nonconcatenative morphology, allomorphy, iconicity, dissimilation and truncation processes. This volume presents a synopsis of the state-of-the-art in research on exponence, based on a novel conception: Every chapter systematically discusses a specific aspect of exponence from the point of view of current theoretical morphology, but also from a theoretical phonology perspective. Exponence is the mapping of morphosyntactic structure to phonological representations, a research area which is not only the traditional bone of contention between phonology and morphology, but also approached in fundamentally diverse ways in different theoretical frameworks such as Optimality Theory and Distributed Morphology: by morphological rules carrying out complex phonological operations, highly abstract morphophonological representations, and/or by phonological constraints which are sensitive to morphological information.
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