Stefan E. Schmidt - researchr alias

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Viewing Publication 1 - 31 from 31

2023

Conceptual Scaling of RDFS OntologiesJens Kötters, Peter W. Eklund, Stefan E. Schmidt. jowo 2023: [doi]

2022

Optimization problems on posets with regard to formal concept analysisChristian Jäkel, Stefan E. Schmidt. ijar, 142:196-205, 2022. [doi]

Orbital Concept LatticesJens Kötters, Stefan E. Schmidt. iccs 2022: 66-81 [doi]

2021

Packing Problems, Dimensions and the Tensor Product of Complete LatticesChristian Jäkel, Stefan E. Schmidt. iccs 2021: 142-151 [doi]

2020

Optimization Problems on PosetsChristian Jäkel, Stefan E. Schmidt. cla 2020: 185-196 [doi]

A Link between Pattern Structures and Random ForestsTilo Krause, Lars Lumpe, Stefan E. Schmidt. cla 2020: 131-143 [doi]

Patterns via Clustering as a Data Mining ToolLars Lumpe, Stefan E. Schmidt. ecai 2020: 81-90 [doi]

2018

Generalized Metrics with Applications to Ratings and Formal Concept AnalysisTobias Gäbel-Hökenschnieder, Thorsten Pfeiffer, Stefan E. Schmidt. IJCAI 2018: 81-92 [doi]

Cover Problems, Dimensions And The Tensor Product Of Complete LatticesChristian Jäkel, Stefan E. Schmidt. cla 2018: 81-92 [doi]

Rectangle and Square Coverings of Tolerance Spaces and Their Direct ProductChristian Jäkel, Stefan E. Schmidt. IJCAI 2018: 57-68 [doi]

2017

Blocks of the Direct Product of Tolerance RelationsChristian Jäkel, Stefan E. Schmidt. ismis 2017: 587-596 [doi]

Viewing Morphisms Between Pattern Structures via Their Concept Lattices and via Their RepresentationsLars Lumpe, Stefan E. Schmidt. ismis 2017: 597-608 [doi]

2016

Generalized Metrics and Their Relevance for FCA and Closure OperatorsTobias Gäbel-Hökenschnieder, Thorsten Pfeiffer, Mosadak Al Salamat, Stefan E. Schmidt. cla 2016: 175-187 [doi]

A Fresh View on Fuzzy Formal Concept Analysis and Mathematical MorphologyTim B. Kaiser, Lars Lumpe, Stefan E. Schmidt. cla 2016: 255-272 [doi]

Morphisms Between Pattern Structures and Their Impact on Concept LatticesLars Lumpe, Stefan E. Schmidt. ecai 2016: 25-34 [doi]

2015

Pattern Structures and Their MorphismsLars Lumpe, Stefan E. Schmidt. cla 2015: 171-179 [doi]

A Note on Pattern Structures and Their ProjectionsLars Lumpe, Stefan E. Schmidt. icfca 2015: 145-150 [doi]

2012

A Macroscopic Approach to FCA and Its Various FuzzificationsTim B. Kaiser, Stefan E. Schmidt. icfca 2012: 140-147 [doi]

2011

Some Remarks on the Relation between Annotated Ordered Sets and Pattern StructuresTim B. Kaiser, Stefan E. Schmidt. premi 2011: 43-48 [doi]

Valuations and closure operators on finite latticesLéonard Kwuida, Stefan E. Schmidt. DAM, 159(10):990-1001, 2011. [doi]

2010

A formal concept analysis of harmonic forms and interval structuresTobias Schlemmer, Stefan E. Schmidt. AMAI, 59(2):241-256, 2010. [doi]

2008

Adjusting Annotated TaxonomiesTim B. Kaiser, Stefan E. Schmidt, Cliff Joslyn. ijfcs, 19(2):345-358, 2008. [doi]

2006

Concept Lattice Representations of Annotated TaxonomiesTim B. Kaiser, Stefan E. Schmidt, Cliff Joslyn. cla 2008: 214-225 [doi]

2004

Geometry of Data TablesTim B. Kaiser, Stefan E. Schmidt. icfca 2004: 222-235 [doi]

2001

A Z::8::-linear lift of the binary Golay code and a nonlinear Binary (96, 2:::37:::, 24)-codeIwan M. Duursma, Marcus Greferath, Simon Litsyn, Stefan E. Schmidt. TIT, 47(4):1596-1598, 2001.

2000

On the Optimal ::Integer 4:: Codes of Type II and Length 16Iwan M. Duursma, Marcus Greferath, Stefan E. Schmidt. JCT, 92(1):77-82, 2000. [doi]

Posets That Locally Resemble Distributive Lattices: An Extension of Stanley s Theorem (with Connections to Buildings and Diagram Geometries)Jonathan David Farley, Stefan E. Schmidt. JCT, 92(2):119-137, 2000. [doi]

Finite-Ring Combinatorics and MacWilliams Equivalence TheoremMarcus Greferath, Stefan E. Schmidt. JCT, 92(1):17-28, 2000. [doi]

1999

Linear Codes and Rings of MatricesMarcus Greferath, Stefan E. Schmidt. AAECC 1999: 160-169

Gray isometries for finite chain rings and a nonlinear ternary (36, 3:::12:::, 15) codeMarcus Greferath, Stefan E. Schmidt. TIT, 45(7):2522-2524, 1999.

1995

Grundlegungen zu einer allgemeinen affinen GeometrieStefan E. Schmidt. Birkhäuser, 1995.

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