Abstract: A parallel array processor for massively parallel applications is formed with low power CMOS with DRAM processing while incorporating processing elements on a single chip. Eight processors on a single chip have their own associated processing element, significant memory, and I/O and are interconnected with a hypercube based, but modified, topology. These nodes are then interconnected, either by a hypercube, modified hypercube, or ring, or ring within ring network topology. Conventional microprocessor MMPs consume pins and time going to memory. The new architecture merges processor and memory with multiple PMEs (eight 16 bit processors with 32K and I/O) in DRAM and has no memory access delays and uses all the pins for networking. The chip can be a single node of a fine-grained parallel processor. Each chip will have eight 16 bit processors, each processor providing 5 MIPs performance. I/O has three internal ports and one external port shared by the plural processors on the chip.

Abstract: A system implementing a methodology for determining the exponent in parallel with determining the fractional shift during normalization according to partitioning the exponent into partial exponent groups according to the fractional shift data flow, determining all possible partial exponent values for each partial exponent group according to the fractional data flow, and providing the exponent by selectively combining possible partial exponents from each partial exponent group according to the fractional data flow. There is also provided a system implementing a methodology for generating the sticky bit during normalization. Sticky bit information is precalculated and multiplexed according to the fractional dataflow. In an embodiment of the invention, group sticky signals are calculated in tree form, each group sticky having a number of possible sticky bits corresponding to the shift increment amount of the multiplexing.

Abstract: A system and method for providing an interruptible remainder instruction that can produce a quotient as well as a remainder. Remainders are computed through an iterative procedure. This procedure is carried out in a computer system's hardware by following a series of steps, the series being interruptible at any point. Each step reduces the magnitude of the dividend until the final remainder can be obtained. In the intermediate steps, the sign of the new (smaller in magnitude) dividend is kept the same as the sign of the original dividend, and the value Ni (which can be considered part of the quotient) is rounded toward zero. Only in the last step must the sign of the operands be considered and directed rounding be performed. Throughout the remainder operation, the partial quotients can be saved so that upon completion, not only has the remainder been computed, but so has the quotient.