Part of the Computing fundamentals glossary:

A lemniscate is a plane curve with a characteristic shape, consisting of two loops that meet at a central point as shown below. The curve is also known as the lemniscate of Bernoulli.

In the ( x , y ) plane, the lemniscate can be described in terms of the following general equation:

( x 2 + y 2 ) 2 = a 2 ( x 2 - y 2 )

where a represents the greatest distance between the curve and the origin. There are two points on the curve that meet this criterion; both of them lie on the x axis. In the above graph, if each division represents one unit, then a = 5.

The lemniscate, reduced in size to that of typographical characters, is commonly used as the symbol for infinity , or for a value that increases without limit.







This was last updated in September 2005
Posted by: Margaret Rouse

Related Terms

Definitions

  • cryptography

    - Cryptography is a method of storing and transmitting data in a particular form so that only those for whom it is intended can read and process it. The term is most often associated with scrambling ... (SearchSoftwareQuality.com)

  • cache memory

    - Definition: Learn what cache memory is, what it has to do with RAM, how it is categorized and how it is configured. (SearchStorage.com)

  • raster graphics

    - Raster graphics are digital images created or captured (for example, by scanning in a photo) as a set of samples of a given space. (WhatIs.com)

Glossaries

  • Computing fundamentals

    - Terms related to computer fundamentals, including computer hardware definitions and words and phrases about software, operating systems, peripherals and troubleshooting.

  • Internet applications

    - This WhatIs.com glossary contains terms related to Internet applications, including definitions about Software as a Service (SaaS) delivery models and words and phrases about web sites, e-commerce ...

Ask a Question About lemniscatePowered by ITKnowledgeExchange.com

Get answers from your peers on your most technical challenges

Tech TalkComment

Share
Comments

    Results

    Contribute to the conversation

    All fields are required. Comments will appear at the bottom of the article.