Abstract: A system and method for converting from decimal floating point (DFP) into scaled binary coded decimal (SBCD). The system includes a mechanism for receiving a DFP number. The system also includes at least one of a mechanism for performing coefficient expansion on the DFP number to create a binary coded decimal (BCD) coefficient part of a SBCD number and a mechanism for performing exponent extraction on the DFP number to create an exponent part of the SBCD number.

Abstract: A system for binary multiplication in a superscalar processor includes a first pipeline, an execution unit, and a first multiplexer; a first rotator in communication with one register of the first pipeline and the execution unit; and a leading zero detection register in communication with the execution unit and another register of the first pipeline; a second pipeline, a second execution unit, and a second multiplexer; a rotator in communication with one register of the second pipeline and the second execution unit; and a leading zero detection register in communication with the second execution unit and another register of the first pipeline; and a third pipeline, a binary multiplier in communication with a pair registers of the third pipeline; a general register; an operand buffer for obtaining first and second operands; and a bus for communication between the pipelines, the general register and the operand buffer.

Abstract: A system and method for converting from scaled binary coded decimal (SBCD) into decimal floating point (DFP). The system includes a mechanism for receiving one or more of an exponent part of a SBCD number and a coefficient part of the SBCD number. The system also includes at least one of a mechanism for performing coefficient compression on the coefficient part of the SBCD number to create a coefficient part of a DFP number and a mechanism for performing exponent insertion including inserting the exponent part of the SBCD number into an exponent part of the DFP number.

Abstract: A method of implementing binary multiplication in a processing device includes obtaining a multiplicand and a multiplier from a storage device; in the event the multiplier is larger than a selected length, partitioning the multiplier into a plurality of multiplier subgroups; in the event the multiplicand is larger than a selected length, partitioning the multiplicand into a plurality of multiplicand subgroups and at least one of zeroing out of unused bits of the multiplicand subgroup and sign-extending a smaller portion of the multiplicand subgroup; establishing a plurality of multiplicand multiples based on at least one of a selected multiplicand subgroup of the plurality of multiplicand subgroups and the multiplicand; selecting one or more of the multiplicand multiples of the plurality of multiplicand multiples based on the each multiplier subgroup of the plurality of multiplier subgroups; and generating a first modular product based on the selected multiplicand multiples.

Abstract: A method and apparatuses for performing binary multiplication on signed and unsigned operands of various lengths is discussed herein. It is a concept that may be split into two parts, the first of which is the multiplication hardware itself, a compact, less than-full sized multiplier employing Booth or other type of recoding methods upon the multiplier to reduce the number of partial products per scan, and implemented in such a manner so that a multiplication operation with large operands may be broken into subgroups of operations that will fit into this mid-sized multiplier whose results, here called modular products, may be knitted back together to form a correct, final product. The second part of the concept is the supporting hardware used to separate the operands into subgroups and input the data and control signals to the multiplier, and the algorithms and apparatuses used to align and combine the modular products properly to obtain the final product.

Abstract: A method for creating precise exceptions including checkpointing an exception causing instruction. The checkpointing results in a current checkpointed state. The current checkpointed state is locked. It is determined if any of a plurality of registers require restoration to the current checkpointed state. One or more of the registers are restored to the current checkpointed state in response to the results of the determining indicating that the one or more registers require the restoring. The execution unit is restarted at the exception handler or the next sequential instruction dependent on whether traps are enabled for the exception.

Abstract: A method and apparatuses for performing binary multiplication on signed and unsigned operands of various lengths is discussed herein. It is a concept that may be split into two parts, the first of which is the multiplication hardware itself, a compact, less than-full sized multiplier employing Booth or other type of recoding methods upon the multiplier to reduce the number of partial products per scan, and implemented in such a manner so that a multiplication operation with large operands may be broken into subgroups of operations that will fit into this mid-sized multiplier whose results, here called modular products, may be knitted back together to form a correct, final product. The second part of the concept is the supporting hardware used to separate the operands into subgroups and input the data and control signals to the multiplier, and the algorithms and apparatuses used to align and combine the modular products properly to obtain the final product.