Search Result for "trilogy": 
Wordnet 3.0

NOUN (1)

1. a set of three literary or dramatic works related in subject or theme;


The Collaborative International Dictionary of English v.0.48:

Trilogy \Tril"o*gy\, n. [Gr. trilogi`a; pref. tri- (see Tri-) + lo`gos speech, discourse: cf. F. trilogie.] A series of three dramas which, although each of them is in one sense complete, have a close mutual relation, and form one historical and poetical picture. Shakespeare's " Henry VI." is an example. [1913 Webster] On the Greek stage, a drama, or acted story, consisted in reality of three dramas, called together a trilogy, and performed consecutively in the course of one day. --Coleridge. [1913 Webster] Triluminar
WordNet (r) 3.0 (2006):

trilogy n 1: a set of three literary or dramatic works related in subject or theme
Moby Thesaurus II by Grady Ward, 1.0:

41 Moby Thesaurus words for "trilogy": clover, deuce-ace, leash, set of three, shamrock, tercet, ternary, ternion, terzetto, three, threesome, tierce, trefoil, trey, triad, trialogue, triangle, tricorn, trident, triennium, trihedron, trimester, trine, trinity, trinomial, trio, triphthong, triple crown, triple threat, triplet, triplopy, tripod, triptych, trireme, triseme, triskelion, trisul, triumvirate, triunity, trivet, troika
The Free On-line Dictionary of Computing (30 December 2018):

Trilogy A strongly typed logic programming language with numerical constraint-solving over the natural numbers, developed by Paul Voda at UBC in 1988. Trilogy is syntactically a blend of Prolog, Lisp, and Pascal. It contains three types of clauses: predicates (backtracking but no assignable variables), procedures (if-then-else but no backtracking; assignable variables), and subroutines (like procedures, but with input and system calls; callable only from top level or from other subroutines). Development of Trilogy I stopped in 1991. Trilogy II, developed by Paul Voda 1988-92, was a declarative general purpose programming language, used for teaching and to write CL. (http://fmph.uniba.sk/~voda). ["The Constraint Language Trilogy: Semantics and Computations", P. Voda, Complete Logic Systems, 741 Blueridge Ave, North Vancouver BC, V7R 2J5]. (2000-04-08)