Trivial Meet and Join Within the Lattice of Alternating Sign MatricesBerkeley Electronic Press Selected WorksHammett, Adam J
intransitive verbTo meet and merge with. intransitive verbTo become a part or member of. intransitive verbTo come into the company of. intransitive verbTo participate with in an act or activity. intransitive verbTo adjoin. intransitive verbTo engage in; enter into. ...
(algebra)The lowest upper bound, an operation between pairs of elements in alattice, denoted by the symbol∨. Antonyms (lowest upper bound):meet Derived terms Translations Finnish Etymology 1 Verb join First-person singular indicative past form ofjuoda. ...
The lowest upper bound, an operation between pairs of elements in a lattice, denoted by the symbol ∨. verb (transitive) To combine more than one item into one; to put together. verb (intransitive) To come together; to meet. verb (transitive) To come into the company of. verb (...
(computing, databases) An intersection of data in two or more database tables. (algebra) The lowest upper bound, an operation between pairs of elements in a lattice, denoted by the symbol . Antonyms* (lowest upper bound) meet Derived terms* antijoin * autojoin * cross join * equijoin *...
Meet and Join in the Weak Order LatticeBerkeley Electronic Press Selected WorksAdam J. HammettBoris PittelA. Hammett, B. Pittel, Meet and Join in the Weak Order Lattice, preprint, 2006; available at http://www.math.ohio-state.edu/∼hammett....
(computing, databases) An intersection of data in two or more database tables. (algebra) The lowest upper bound, an operation between pairs of elements in a lattice, denoted by the symbol . Antonyms * (lowest upper bound) meet Derived terms * antijoin * autojoin * cross join * equi...
Decision feedback equalizer to provide an output having a prediction of the CCK coding symbol equalization and receive the CCK encoding symbols to be communicated in a communication channel, said received this system is a (DFE) structure Meet, and a feedback equalizer path having a feedback ...
Several important classes of aggregation functions defined on a bounded lattice form a lattice with respect to the pointwise operations of join and meet, respectively. The lattice structure of such classes is usually very complex; thus, it is very useful to characterize them by some appropriate set...