Results 231 to 240 of about 809,705 (268)
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Communications of the ACM, 1971
In discussing his binary summation method [1] Linz mentions two defects: “It is more difficult to program than the standard method, and it is difficult to use unless all numbers are available at the start of the summation.” A defect not mentioned is the extra storage space (approximately N words) required for the
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In discussing his binary summation method [1] Linz mentions two defects: “It is more difficult to program than the standard method, and it is difficult to use unless all numbers are available at the start of the summation.” A defect not mentioned is the extra storage space (approximately N words) required for the
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Journal of the Institute of Actuaries, 1936
1. The development of this paper involves the consideration of certain arithmetical, mechanical, and photo-electrical technicalities, but the ultimate aim is a very simple one and it may therefore be advisable to state it at once. The ultimate aim is to persuade the whole civilized world to abandon decimal numeration and to use octonal numeration in ...
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1. The development of this paper involves the consideration of certain arithmetical, mechanical, and photo-electrical technicalities, but the ultimate aim is a very simple one and it may therefore be advisable to state it at once. The ultimate aim is to persuade the whole civilized world to abandon decimal numeration and to use octonal numeration in ...
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Applied Optics, 1990
A simple version of the correlelogram concept is analyzed nonmathematically, and the concept is extended to more than two layers.
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A simple version of the correlelogram concept is analyzed nonmathematically, and the concept is extended to more than two layers.
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Communications of the ACM, 1993 IEEE Transactions on Computers, 1972
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 described for addition, multiplication and division of such quantities, both within their separate types, as well as in combination.
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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 described for addition, multiplication and division of such quantities, both within their separate types, as well as in combination.
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Binary Deep Learning: Binary Weights and Semantic Binary Data Compression
Improving the efficiency in deploying deep neural networks (DNNs) and processing complex high-dimensional data has drawn increasing attention in recent years. Yet, the deployment of large DNN models is challenged by the high computational complexity and energy consumption, making it difficult to run on resource-constrained devices such as mobile phones.openaire +2 more sources
Novel binary-addition tree algorithm (BAT) for binary-state network reliability problem
Reliability Engineering and System Safety, 2021Wei-Chang Yeh
exaly
The Evolution of Compact Binary Star Systems
Living Reviews in Relativity, 2014Konstantin Postnov, Lev Yungelson
exaly