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06A05 - Order, lattices, ordered algebraic structures :: Ordered sets :: Total order
canonical ordering on pairs of ordinals
owned by
CWoo
characterization of ordered groups of rank one
owned by
rspuzio
constructing well ordered sets
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CWoo
corollaries of basic theorem on ordered groups
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rspuzio
a variant definition of well ordered set
owned by
yesitis
dense total order
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mps
example of law of trichotomy on <
owned by
me_and
infimum and supremum of sum and product
owned by
pahio
isolated subgroup
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pahio
law of trichotomy
owned by
yark
lowest upper bound
owned by
djao
order of six means
owned by
pahio
ordered group
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pahio
proof of basic theorem about ordered groups
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rspuzio
proof of embedding theorem for ordered abelian groups of rank one
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rspuzio
properties of well-ordered sets
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GrafZahl
supremum over closure
owned by
Wkbj79
total order
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yark
well ordered set
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drini
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