E.D. Tribble, M.S. Miller, K. Khan, D.G. Bobrow, and C. Abbot. Channels: a generalisation of streams. In E. Shapiro, editor, Concurrent Prolog. MIT Press, Cambridge, Ma, U.S.A., 1986. 13  Home/Search Document Not in Database Summary Related Articles |
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LO and Behold! Concurrent Structured Processes - Andreoli, Pareschi (1990) (3 citations) (Correct)
....as AND concurrent structured processes. In Fig. 1, we have represented the objects as labeled boxes while the communication flow is represented by arrows. The communication is achieved by sharing of streams, i.e. potentially infinite, partially instantiated lists. Actually, we use here channels [24], corresponding to a more structured notion of streams than the simple list based one. Channels are defined as follows: ffl [ is the empty channel. ffl If M is a term and C is a channel, then [M C] is a channel (list) ffl If C1 and C2 are channels, then so is f C1,C2g (fork) 3.1 The ....
E.D. Tribble, M.S. Miller, K. Khan, D.G. Bobrow, and C. Abbot. Channels: a generalisation of streams. In E. Shapiro, editor, Concurrent Prolog. MIT Press, Cambridge, Ma, U.S.A., 1986. 13
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