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A digital comparator for binary or binary-coded decimal numbers

Nuclear Instruments and Methods, 1964
Abstract This paper examines the problem of comparing two binary or binary-coded decimal numbers to determine which is the greater or to recognise equality when it occurs. It is shown that this problem can be economically and conveniently solved by means of standard NOR and NAND circuits, with all the engineering advantages that the implies.
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On representation of numbers by binary forms

Mathematical Notes of the Academy of Sciences of the USSR, 1968
An effective method is given for finding all rational points, the denominators of which are formed from a finite number of fixed primes, on the curvef (x, y)=A, wheref (x, y) is a binary form of degree three at least, irreducible over the field of rational numbers, and A is a rational number.
A. I. Vinogradov   +3 more
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Number Systems and Binary Codes

2020
Decimal numbers are converted into binary numbers for digital processing applications. In addition to binary number system, octal and hexadecimal number systems are also used for digital processing. Apart from numeric data, digital signal processing requires analog data. Binary codes are used to represent analog data.
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Generator for the reciprocals of binary numbers

Proceedings of the Institution of Electrical Engineers, 1968
A quantity which may easily be measured by digital instruments is sometimes the reciprocal of that quantity which it is desired to measure. A serial method is presented by which a number available in binary code can be converted to its reciprocal. The method is one of approximation using linear sections, and it is illustrated by outlining the design of
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Binary Numbers, Hexadecimal Numbers, and Registers

2019
In current computers, bits are the smallest piece of information; a bit can have a value of 1 or 0. In this chapter, we will investigate how bits are combined to represent data, such as integers or floating-point values. The decimal representation of values, which is so intuitive to humans, is not ideal for computers to work with.
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Sets, Numbers and Binary Operations

1969
We have come across the following types of real number: Integers Rational Fractions Irrational Numbers ...
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The Physics of Binary Numbers

Scientific American, 1996
null Philips, Phylis Morrison
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