Editing Total order (section)

==References==

* {{cite book | first=Garrett |last=Birkhoff | author-link=Garrett Birkhoff | title=Lattice Theory | location=Providence | publisher=Am. Math. Soc. | series=Colloquium Publications | volume=25 | year=1967 }}
* {{cite book | author1-first=Brian A. |author1-last=Davey | author2-first=Hilary Ann |author2-last=Priestley | author2-link=Hilary Priestley | title=Introduction to Lattices and Order|title-link= Introduction to Lattices and Order | publisher=Cambridge University Press | series=Cambridge Mathematical Textbooks | isbn=0-521-36766-2 | lccn=89009753 | year=1990 }}
* {{cite book |last=Fuchs |first=L  |title=Partially Ordered Algebraic Systems |publisher=Pergamon Press|year=1963}}
* George Grätzer (1971). ''Lattice theory: first concepts and distributive lattices.'' W. H. Freeman and Co. {{isbn|0-7167-0442-0}}
* {{cite book | first=Paul R. |last=Halmos | author-link=Paul R. Halmos | title=Naive Set Theory | location=Princeton | publisher=Nostrand | year=1968 }}
* John G. Hocking and Gail S. Young (1961). ''Topology.'' Corrected reprint, Dover, 1988.  {{isbn|0-486-65676-4}}
* {{Cite book| publisher = Academic Press| last = Rosenstein| first = Joseph G.| title = Linear orderings| location = New York| date = 1982}}
* {{cite book |last1=Schmidt |first1=Gunther |last2=Ströhlein |first2=Thomas |date=1993 |title=Relations and Graphs: Discrete Mathematics for Computer Scientists |url=https://books.google.com/books?id=ZgarCAAAQBAJ |location=Berlin |publisher=Springer-Verlag |isbn=978-3-642-77970-1 |author-link=Gunther Schmidt }}