Grundlegungen zu einer allgemeinen affinen Geometrie. - Stefan E. Schmidt (Birkhäuser, 1995)

Linear Codes and Rings of Matrices. - Marcus Greferath; Stefan E. Schmidt (AAECC, 1999)

Gray isometries for finite chain rings and a nonlinear ternary (36, 312, 15) code. - Marcus Greferath; Stefan E. Schmidt (IEEE Trans. Inf. Theory, 1999)

On the Optimal Integer 4 Codes of Type II and Length 16. - Iwan M. Duursma; Marcus Greferath; Stefan E. Schmidt (J. Comb. Theory A, 2000)

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 (J. Comb. Theory A, 2000)

Finite-Ring Combinatorics and MacWilliams' Equivalence Theorem. - Marcus Greferath; Stefan E. Schmidt (J. Comb. Theory A, 2000)

A Z8-linear lift of the binary Golay code and a nonlinear Binary (96, 237, 24)-code. - Iwan M. Duursma; Marcus Greferath; Simon Litsyn; Stefan E. Schmidt (IEEE Trans. Inf. Theory, 2001)

Geometry of Data Tables. - Tim B. Kaiser; Stefan E. Schmidt (ICFCA, 2004)

Concept Lattice Representations of Annotated Taxonomies. - Tim B. Kaiser; Stefan E. Schmidt; Cliff A. Joslyn (CLA, 2006)

Adjusting Annotated Taxonomies. - Tim B. Kaiser; Stefan E. Schmidt; Cliff A. Joslyn (Int. J. Found. Comput. Sci., 2008)

A formal concept analysis of harmonic forms and interval structures. - Tobias Schlemmer; Stefan E. Schmidt (Ann. Math. Artif. Intell., 2010)

Network coding with modular lattices - Andreas Kendziorra; Stefan E. Schmidt (CoRR, 2010)

Some Remarks on the Relation between Annotated Ordered Sets and Pattern Structures. - Tim B. Kaiser; Stefan E. Schmidt (PReMI, 2011)

Valuations and closure operators on finite lattices. - Léonard Kwuida; Stefan E. Schmidt (Discret. Appl. Math., 2011)

A Macroscopic Approach to FCA and Its Various Fuzzifications. - Tim B. Kaiser; Stefan E. Schmidt (ICFCA, 2012)

Pattern Structures and Their Morphisms. - Lars Lumpe; Stefan E. Schmidt (CLA, 2015)

A Note on Pattern Structures and Their Projections. - Lars Lumpe; Stefan E. Schmidt (ICFCA, 2015)

Generalized Metrics and Their Relevance for FCA and Closure Operators. - Tobias Gäbel-Hökenschnieder; Thorsten Pfeiffer; Mosadak Al Salamat; Stefan E. Schmidt (CLA, 2016)

A Fresh View on Fuzzy Formal Concept Analysis and Mathematical Morphology. - Tim B. Kaiser; Lars Lumpe; Stefan E. Schmidt (CLA, 2016)

Morphisms Between Pattern Structures and Their Impact on Concept Lattices. - Lars Lumpe; Stefan E. Schmidt (FCA4AI@ECAI, 2016)

Blocks of the Direct Product of Tolerance Relations. - Christian Jäkel; Stefan E. Schmidt (ISMIS, 2017)

Viewing Morphisms Between Pattern Structures via Their Concept Lattices and via Their Representations. - Lars Lumpe; Stefan E. Schmidt (ISMIS, 2017)

Cover Problems, Dimensions And The Tensor Product Of Complete Lattices. - Christian Jäkel; Stefan E. Schmidt (CLA, 2018)

Generalized Metrics with Applications to Ratings and Formal Concept Analysis. - Tobias Gäbel-Hökenschnieder; Thorsten Pfeiffer; Stefan E. Schmidt (FCA4AI@IJCAI, 2018)

Rectangle and Square Coverings of Tolerance Spaces and Their Direct Product. - Christian Jäkel; Stefan E. Schmidt (FCA4AI@IJCAI, 2018)

Optimization Problems on Posets. - Christian Jäkel; Stefan E. Schmidt (CLA, 2020)

A Link between Pattern Structures and Random Forests. - Tilo Krause; Lars Lumpe; Stefan E. Schmidt (CLA, 2020)

Patterns via Clustering as a Data Mining Tool. - Lars Lumpe; Stefan E. Schmidt (FCA4AI@ECAI, 2020)

Packing Problems, Dimensions and the Tensor Product of Complete Lattices. - Christian Jäkel; Stefan E. Schmidt (ICCS, 2021)

Orbital Concept Lattices. - Jens Kötters; Stefan E. Schmidt (ICCS, 2022)

Optimization problems on posets with regard to formal concept analysis. - Christian Jäkel; Stefan E. Schmidt (Int. J. Approx. Reason., 2022)

Conceptual Scaling of RDFS Ontologies. - Jens Kötters; Peter W. Eklund; Stefan E. Schmidt (JOWO, 2023)

Conjunctive Concept Algebras - Named Perspective. - Jens Kötters; Stefan E. Schmidt (FCA4AI@ECAI, 2024)