| O. Mencer, "Rational Arithmetic Units in Computer Systems," Ph.D dissertation, EECS, Stanford University , stanford.edu/tr/mencer.thesis.ps.gz |
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O. Mencer, Rational Arithmetic Units in Computer Systems, PhD Thesis (with M.J. Flynn), E.E. Dept., Stanford University, Jan. 2000.
.... the hardware types to other number representations such as logarithmic numbers (HWlog) fixed point numbers (HWfix) floating point numbers (HWfloat) the residue number system (HWresidue) based on the Chinese remainder theorem, redundant number representations, and rational number systems[32]. The main difficulty arises from the explosion of the number of necessary hand designed arithmetic units. For example, in order to introduce HWfix numbers it is necessary to design arithmetic units for all operators and all possible combinations of inputs: HWint,HWfix) int,HWfix) and ....
O. Mencer, Rational Arithmetic Units in Computer Systems, PhD Thesis (with M.J. Flynn), E.E. Dept., Stanford, Jan. 2000.
....combinational. Future work includes extending the hardware types to other number representations such as logarithmic numbers (HWlog) fixed point numbers (HWfix) floating point numbers (HWfloat) the residue number system (HWresidue) redundant number representations, and rational number systems[23]. Each arithmetic unit includes a precision value as part of the state of the hardware object. The precision value inside the hardware object enables the evaluations of error propagation through the dataflow graph at compile time. The stream architecture also includes an overflow bit as part of ....
O. Mencer, Rational Arithmetic Units in Computer Systems, PhD Thesis (with M.J. Flynn), E.E. Dept., Stanford, Jan. 2000.
....combinational. Future work includes extending the hardware types to other number representations such as logarithmic numbers (HWlog) fixed point numbers (HWfix) floating point numbers (HWfloat) the residue number system (HWresidue) redundant number representations, and rational number systems[23]. PaModules also include higher level arithmetic modules such as CORDIC[17] Coordinate Rotation Digital Integrated Computer) units. Each arithmetic unit includes a precision value as part of the state of the hardware object. The precision value inside the hardware object enables the evaluations ....
O. Mencer, Rational Arithmetic Units in Computer Systems, PhD Thesis (with M.J. Flynn), E.E. Dept., Stanford, Jan. 2000.
No context found.
O. Mencer, "Rational Arithmetic Units in Computer Systems," Ph.D dissertation, EECS, Stanford University , stanford.edu/tr/mencer.thesis.ps.gz
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