(theory) | greatest lower bound - (glb, meet, infimum) The greatest lower bound of two
elements, a and b is an element c such that c <= a and c <= b
and if there is any other lower bound c' then c' <= c.The greatest lower bound of a set S is the greatest element b such that for all s in S, b <= s. The glb of mutually comparable elements is their minimum but in the presence of incomparable elements, if the glb exists, it will be some other element less than all of them. glb is the dual to least upper bound. (In LaTeX "<=" is written as \sqsubseteq, the glb of two elements a and b is written as a \sqcap b and the glb of set S as \bigsqcap S). |

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**-- greatest lower bound --**

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Greave

Greaves

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greater pichiciego

greater prairie chicken

greater rhomboid muscle

greater scaup

greater spearwort

greater stitchwort

Greater Sunda Islands

greater than

greater water parsnip

greater whitethroat

greater yellowlegs

greatest

greatest common denominator

greatest common divisor

greatest common factor

greathearted

Greatly

Greatness

greats

Greave

Greaves

Grebe

Grecian

Grecian bend

Grecian fire

Grecism

Grecize

Greco

Greco-Roman

Greco-Roman architecture

Greco-Roman deity