On the Kurosh-Ore replacement property
Tài liệu tham khảo
P. Crawley, R. P. Dilworth: Algebraic Theory of Lattices. Prentice Hall (Englewood Cliffs, New Jersey, 1973).
citation_journal_title=Algebra Universalis; citation_title=On the Kurosh-Ore replacement property in semimodular lattices; citation_author=M. Stern; citation_volume=30; citation_publication_date=1993; citation_pages=352-353; citation_id=CR2
citation_journal_title=Acta Math. Hungar.; citation_title=A converse to the Kurosh-Ore theorem; citation_author=M. Stern; citation_volume=70; citation_issue=3; citation_publication_date=1996; citation_pages=177-184; citation_id=CR3
citation_journal_title=Demonstratio Mathematica; citation_title=Strongness in lattices; citation_author=A. Walendziak; citation_volume=27; citation_publication_date=1994; citation_pages=569-572; citation_id=CR4