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06A06 - Order, lattices, ordered algebraic structures :: Ordered sets :: Partial order, general
arbitrary join
owned by
CWoo
atom
owned by
CWoo
bounded lattice
owned by
CWoo
chain finite
owned by
lars_h
definition of prime ideal by Artin
owned by
pahio
Dilworth's theorem
owned by
CWoo
dimension of a poset
owned by
CWoo
directed set
owned by
yark
disjunction property of Wallman
owned by
porton
dual of Dilworth's theorem
owned by
justice
eventual property
owned by
CWoo
extension of a poset
owned by
CWoo
fence
owned by
CWoo
flag
owned by
rmilson
graded poset
owned by
mps
height of an element in a poset
owned by
CWoo
ideal completion of a poset
owned by
CWoo
infimum
owned by
vampyr
lattice interval
owned by
CWoo
order ideal
owned by
CWoo
order-preserving map
owned by
porton
partial order
owned by
mathcam
poset height and width
owned by
justice
prime ideals by Artin are prime ideals
owned by
pahio
product of posets
owned by
CWoo
properties of arbitrary joins and meets
owned by
CWoo
pure poset
owned by
mps
rank-selected poset
owned by
mps
sets that do not have an infimum
owned by
sleske
supremum
owned by
Cosmin
upper bound
owned by
djao
upper set
owned by
CWoo
upper set operation is a closure operator
owned by
rspuzio
Zorn's lemma
owned by
yark
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