Search Results - "1972 IEEE 2nd Symposium on Computer Arithmetic (ARITH)"

A negative-binary adder-subtracter by Rao, G. S., Krishnamurthy, A. V., Rao, M. N.

“…The logical design of an adder-subtracter for negative binary numbers is described. The twin-carry generates during the addition, is converted into a single…”
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A polarizer for negative binary numbers by Rao, G. S., Krishnamurthy, E. V., Rao, M. N.

“…The logical design of a polarizer for negative binary numbers is described and compared with the two's complementer used for positive binary numbers…”
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Eadix l6 evaluation of some elementary functions by Ercegovac, M. D.

“…This paper describes an approach for obtaining a class of similar algorithms for evaluation of some elementary functions. The main objective is to show…”
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Analyzed binary computing by Metropolis, N.

“…A single format for the representation of numbers in a computer is proposed to accommodate both exact and inexact quantities. A consistent set of rules is…”
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Paper not submitted

“…The document was not made available for publication as part of the conference proceedings…”
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A simulative study of correlated error propagation in various finite arithmetics by Marasa, J. D., Matula, D. W.

“…The accumulated round-off error incurred in long arithmetic computations involving a randomized mixture of addition, subtraction, multiplication and division…”
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Analog techniques for residue operations by Cauthen, T. L., Rao, T. R.

“…The precision required for residue operations is primarily associated with resistive components and operational amplifiers. However, technology has advanced to…”
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Foundations of finite precision arithmetic by Matula, D. M.

“…Completeness and uniqueness properties for the representation of the base β digital numbers by finite length radix polynomials with various digit sets are…”
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Multiresidue codes for double error correction by Monteiro, P., Rao, T. R. N.

“…A new class of (separate) multiresidue codes has been proposed, which is capable of double error correction. The codes are derived from a class of AN codes…”
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Changing from the Arabic-decimal system to the "Assembler Digit-Base-16" system by Whitaker, R. O.

“…About the time that Athens and Sparta were destroying each other, the Romans developed a numbering system which was to be used by the entire civilized world…”
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Error correction in redundant residue number systems by Yau, S. S., Liu, Y. C.

“…In this paper, two error-correcting algorithms for redundant residue number systems are presented, one for single residue-error correction and the other for…”
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Pipelining of arithmetic functions by Hallin, T. G., Flynn, M. J.

“…Two addition and three multiplication algorithms were studied to see the effect of pipelining on system efficiency. A definition of efficiency was derived to…”
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Groupoids and computer arithmetic by Garner, H. L., Foo, N., Lo Hsieh

“…Overflow detection and overflow recovery imposed no particular requirements on the structure of (X, X 1 <; X 1 , f x ). In particular, if f is associative and…”
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Considerations in the design of a high speed decimal unit by Schmookler, M. S.

“…New applications and new technologies will make high speed decimal arithmetic an attractive alternative to binary arithmetic. This new environment will be…”
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Parallel processing in Boolean algebra by Svoboda, A.

“…A processor called Boolean Analyzer has been presented at IFIP Congress 1968 to introduce parallel processing of Boolean expressions [1]. The present paper…”
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Standards for computer arithmetic by Marcovitz, A. B.

“…A set of standards for the design of the arithmetic unit of all general purpose digital computers has been proposed. This paper discusses that proposal and…”
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The analysis and design of a class of quotient digit selectors by Atkins, D. E.

“…The work to date has provided analytic tools to help answer design questions about table look-up type quotient selectors, and also a means for computer-aided…”
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Roundings in floating point arithmetic by Yohe, J. M.

“…In this paper we discuss directed roundings and indicate how hardware might be designed to produce proper upward-directed, downward-directed, and certain…”
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On the precision attainable with various floating-point number systems by Brent, R. P.

“…For scientific computations on a digital computer the set of real numbers is usually approximated by a finite set F of "floating-point numbers". We compare the…”
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The status of investigations into the use of continued fractions for computer hardware by Robertson, J. E., Trivedi, K.

“…The purpose of this paper is to demonstrate that representations of numbers other than positional notation may lead to practical hardware realizations for the…”
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