%0 Journal Article %1 prediger1999formal %A Prediger, Susanne %D 1999 %I Elsevier %J Electronic Notes in Discrete Mathematics %K imported %P 76--93 %T Formal concept analysis for general objects %U http://www.sciencedirect.com/science/article/pii/S1571065304000162 %V 2 %X General objects are classes of individual objects that are con- sidered to be extents of concepts of a formal context. In this paper, di erent contexts with general objects are de ned and their conceptual structure and relation to other contexts is analyzed with methods of Formal Concept Analysis. Contents 1. Introduction 2. Class Contexts 3. Extent Contexts 4. Generalized Extent Contexts

@article{prediger1999formal, abstract = {General objects are classes of individual objects that are con- sidered to be extents of concepts of a formal context. In this paper, di erent contexts with general objects are de ned and their conceptual structure and relation to other contexts is analyzed with methods of Formal Concept Analysis. Contents 1. Introduction 2. Class Contexts 3. Extent Contexts 4. Generalized Extent Contexts}, added-at = {2013-08-04T16:56:54.000+0200}, author = {Prediger, Susanne}, biburl = {https://www.bibsonomy.org/bibtex/2efe0b31f3aabe1883188283aa444b150/francesco.k}, citations = {1}, citedbyid = {200699399229088875}, file = {file://Susanne Prediger - Formal Concept Analysis for General Objects.pdf:pdf}, interhash = {b2e824d68e212672566d5fc0c6ca1d08}, intrahash = {efe0b31f3aabe1883188283aa444b150}, journal = {Electronic Notes in Discrete Mathematics}, keywords = {imported}, mailhosts = {mathematik.tu-darmstadt.de}, md5sum = {f22b332cd2716b3d7aacbb25c794b5e7}, pages = {76--93}, pdfmeat = {timestamp: 2013-08-04 16:55:53; queries: 4; inode: 1704060}, publisher = {Elsevier}, timestamp = {2013-08-04T16:56:55.000+0200}, title = {Formal concept analysis for general objects}, url = {http://www.sciencedirect.com/science/article/pii/S1571065304000162}, volume = 2, year = 1999 }