Concurrent processes can be used both for programming computation and for programming storage. Previous implementations of Flat GHC, however, have been tuned for computation-intensive programs, and perform poorly for storage-intensive programs (such as programs implementing reconfigurable data structures using processes and streams) and demand-driven programs. This paper proposes an optimization technique for programs in which processes are almost always suspended. The technique compiles unification for data transfer into message passing. Instead of reducing the number of process switching operations, the technique optimizes the cost of each process switching operation and reduces the number of cons operations for data buffering. The technique is based on a mode system which is powerful enough to analyze bidirectional communication and streams of streams. The mode system is based on mode constraints imposed by individual clauses rather than on global dataflow analysis, enabling separate analysis of program modules. The introduction of a mode system into Flat GHC effectively subsets Flat GHC; the resulting language is called Moded Flat GHC. Moded Flat GHC programs enjoy two important properties under certain conditions: (1) reduction of a goal clause retains the well-modedness of the clause, and (2) when execution terminates, all the variables in an initial goal clause will be bound to ground terms. Practically, the computational complexity of all-at-once mode analysis can be made almost linear with respect to the size n of the program and the complexity of the data structures used, and the complexity of separate analysis is higher only by O(log n) times. Mode analysis provides useful information for debugging as well. Benchmark results show that the proposed technique well improves the performance of storage-intensive programs and demand-driven programs compared with a conventional native-code implementation. It also improves the performance of some computation-intensive programs. We expect that the proposed technique will expand the application areas of concurrent logic languages.
ASJC Scopus subject areas
- Theoretical Computer Science
- Hardware and Architecture
- Computer Networks and Communications