Semimodular lattice

In the branch of mathematics known as order theory, a semimodular lattice, is a lattice that satisfies the following condition:
The notation a <: b means that b covers a, i.e. a < b and there is no element c such that a < c < b.
单词 | Semimodular lattice |
释义 |
Semimodular lattice
英语百科
Semimodular lattice![]() In the branch of mathematics known as order theory, a semimodular lattice, is a lattice that satisfies the following condition: The notation a <: b means that b covers a, i.e. a < b and there is no element c such that a < c < b. |
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