This paper describes the architecture of a cellular processor capable of directly and efficiently executing reduction languages as defined by Backus. The processor consists of two interconnected networks of microprocessors, one of which is a linear array of identical cells, and the other a tree-structured network of identical cells. Both kinds of cells have modest processing and storage requirements. The processor directly interprets a high-level language, and its efficient operation is not restricted to any special class of problems. Memory space permitting, the processor accommodates the unbounded parallelism allowed by reduction languages in any single user program; it is also able to execute many user programs simultaneously.
['Gyula A. Mago']
A network of microprocessors to execute reduction languages, part II