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fixed-length stream vs finite-precision

Both phrases are correct, but they are used in different contexts. 'Fixed-length stream' is commonly used in computer science to refer to a stream of data with a predetermined length, while 'finite-precision' is used in mathematics and engineering to describe a number with a limited number of digits or bits.

Last updated: March 15, 2024 • 826 views

fixed-length stream

This phrase is correct and commonly used in computer science to refer to a stream of data with a predetermined length.

This term is often used in computer science to describe a stream of data where the length is fixed and known in advance.
  • Jan 1, 2011 ... By default, BeanIO expects fields to appear in a CSV, delimited or fixed length stream in the same order they are declared in the mapping file.
  • Support for XML, CSV, delimited and fixed length stream formats; XML, Java annotations or builder API based field mapping; Configurable record ordering and ...
  • A fixed-length stream of binary data ranging between 1 and 8,000 bytes. Bit. bool. An unsigned numeric value that can be 0, 1, or null. Char. string. A fixed-length ...
  • Sep 1, 2009 ... The NSOutputStream class is a subclass of NSStream that provides write-only stream functionality. NSOutputStream is “toll-free bridged” with ...

finite-precision

This phrase is correct and commonly used in mathematics and engineering to describe a number with a limited number of digits or bits.

This term is used in mathematics and engineering to describe a number that has a limited number of digits or bits in its representation.
  • 1 chapter 1 : finite precision arithmetic. 1. Thurs. 1/10 number systems decimal : ( 2013)10 = 2 · 103 + 0 · 102 + 1 · 101 + 3 · 100 binary : (101.01)2 = 1 · 22 + 0 · 21 ...
  • For example, the decimal number 0.1 is not representable in binary floating-point of any finite precision; the exact binary representation would have a "1100" ...
  • Notes 1: Finite precision arithmetic, algorithms and computational complexity. 1.1 Numerical arithmetic and precision. This module is about using digital ...
  • Numerical analysts are very interested in the effects of using finite precision computer arithmetic. This is especially important in numerical linear algebra, ...

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