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catenoid
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catenoid

mathematics
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The Information Architects maintain a master list of the topics included in the corpus of  Encyclopædia Britannica, and create and manage the relationships between them.

The Information Architects of Encyclopaedia Britannica

Learn about this topic in these articles:

  • Catenary and exponential functionsAny nonelastic, uniform cable held at its ends will droop in the shape of a catenary. As shown here, the catenary is asymptotic in the negative and positive directions to graphs of, respectively, exponential decay (y = e−x/2) and exponential growth (y = ex/2).
    catenary

    …horizontal axis is called a catenoid. The catenoid was discovered in 1744 by the Swiss mathematician Leonhard Euler and it is the only minimal surface, other than the plane, that can be obtained as a surface of revolution.

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    …horizontal axis is called a catenoid. The catenoid was discovered in 1744 by the Swiss mathematician Leonhard Euler and it is the only minimal surface, other than the plane, that can be obtained as a surface of revolution.

    Read More