Titlebook: Numbers and Computers; Ronald T. Kneusel Textbook 20172nd edition Springer International Publishing AG 2017 Big integer arithmetic.decimal

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Integersnd how computers represent and operate on them. Without these operations, digital computers would not function. We begin with some preliminary notation and terminology. Next we take a detailed look at the unsigned integers. We follow this with an examination of negative integers and their operations

Canary

Floating Pointeeply into how floating-point numbers are represented in a computer. We briefly review the distinction between real numbers and floating-point numbers. Then comes a brief historical look at the development of floating-point numbers. After this we compare two popular floating-point representations an

Dysarthria

Pitfalls of Floating-Point Numbers (and How to?Avoid Them)mb through which we can (hopefully) avoid most of them. We first examine some of the catastrophic and even deadly consequences of using floating-point computation poorly. We then bring things down a bit and examine expressions and processes that can lead to a loss of precision. Next we enumerate som

畏縮

GUEER

Fixed-Point Numbers without explicit floating-point hardware to work with floating-point values effectively. In this chapter we explore how to define and store fixed-point numbers, how to perform signed arithmetic with fixed-point numbers, how to implement common trigonometric and transcendental functions using fixed-

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