Curve-fitting compaction

Today, Curve-fitting compaction is a topic of great interest and relevance in society. Whether due to its impact on people's daily lives, its relevance in academia or its influence on technological development, Curve-fitting compaction has managed to capture the attention of experts and fans alike. As we delve into this article, we will explore the different facets of Curve-fitting compaction, its implications in today's society, and its potential for the future. From its origins to its contemporary evolution, Curve-fitting compaction has proven to be a topic worthy of analysis and reflection, and this article aims to examine it carefully to understand its importance and relevance today.

Curve-fitting compaction is data compaction accomplished by replacing data to be stored or transmitted with an analytical expression.

Examples of curve-fitting compaction consisting of discretization and then interpolation are:

  • Breaking of a continuous curve into a series of straight line segments and specifying the slope, intercept, and range for each segment
  • Using a mathematical expression, such as a polynomial or a trigonometric function, and a single point on the corresponding curve instead of storing or transmitting the entire graphic curve or a series of points on it.

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Public Domain This article incorporates public domain material from Federal Standard 1037C. General Services Administration. Archived from the original on 2022-01-22.