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15
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When a vector space will be a complete lattice?

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#vector-spaces #order-theory #lattice-orders
276
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Properties of a specific antichain of a lattice formed by the cartesian product of finite ordered sets

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#combinatorics #relations #order-theory #lattice-orders
62
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Example of relatively free lattice

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#lattice-orders #universal-algebra
89
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A subadditive function on a countable join-semilattice

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#measure-theory #order-theory #lattice-orders
962
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Pointless Topology Text

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#general-topology #reference-request #book-recommendation #lattice-orders
253
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Nullary and unary operations defined on a uniquely complemented lattice?

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#abstract-algebra #boolean-algebra #lattice-orders #universal-algebra #binary-operations
157
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Paths in $\mathbf{Z}^n$ of a certain fixed length

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#combinatorics #reference-request #lattice-orders
57
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every set of non compact elements has a maximum element

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#order-theory #lattice-orders #domain-theory
44
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Any connection at all between the Gamma Function and the theory/enumeration of ordered sets and lattices?

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#order-theory #gamma-function #lattice-orders
292
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Does there exist a boolean lattice without atoms?

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#order-theory #boolean-algebra #lattice-orders
326
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A construction on boolean lattices is itself a boolean lattice?

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#order-theory #boolean-algebra #lattice-orders
106
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Lattice completeness

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#general-topology #lattice-orders
459
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What is a normal filter on a partially-ordered set?

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#elementary-set-theory #lattice-orders #filters
37
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What is the standard term for the property of an order-embedding $h \colon P \to P$ such that for all $a \in P$, $a \leq h(a)$?

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#order-theory #lattice-orders #universal-algebra
1.6k
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What needs to be proved to show a partially ordered set is a lattice?

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#elementary-set-theory #lattice-orders

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