COALESCED SUM

Domain	Definition
Computing	Coalesced sum (Or "smash sum") In domain theory, the coalesced sum of domains A and B, A (+) B, contains all the non-bottom elements of both domains, tagged to show which part of the sum they come from, and a new bottom element. D (+) E = bottom(D(+)E) U (0,d) \| d in D, d /= bottom(D) U (1,e) \| e in E, e /= bottom(E) The bottoms of the constituent domains are coalesced into a single bottom in the sum. This may be generalised to any number of domains. The ordering is bottom(D(+)E) <= v For all v in D(+)E (i,v1) <= (j,v2) iff i = j & v1 <= v2 "<=" is usually written as LaTeX \sqsubseteq and "(+)" as LaTeX \oplus - a "+" in a circle. (1994-12-22). Source: The Free On-line Dictionary of Computing.
Source: compiled by the editor from various references; see credits.

Anagrams: COALESCED SUM

Scrabble® Enable2K-Verified Anagrams
	Words within the letters "a-c-c-d-e-e-l-m-o-s-s-u"
	-3 letters: coalesced, coalesces, coassumed, mesoscale, muscadels.
	-4 letters: accessed, coalesce, coassume, codeless, coleuses, damosels, declasse, delouses, euclases, leucomas, muscadel, occludes, saccules, scoleces, secalose, secludes, somedeal, succeeds.
	-5 letters: accedes, accused, accuses, aldoses, almuces, almudes, assumed, cameoed, caseose, caseous, caudles, cedulas, classed, clauses, cleomes, coleads, coulees, damosel, damsels, declass, delouse, demoses, elodeas, escudos, euclase, lassoed, leucoma, maculed.
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