orthogonality

[awr-thuh-guh-nal-i-tee]

orthogonality Definition

  • 1the property of being at right angles to each other
  • 2the property of being independent of other factors or elements

Using orthogonality: Examples

Take a moment to familiarize yourself with how "orthogonality" can be used in various situations through the following examples!

  • Example

    In geometry, two lines are orthogonal if they intersect at a right angle.

  • Example

    The orthogonality of the two concepts allows us to analyze them separately.

  • Example

    The orthogonality of the design elements gives the artwork a clean and modern look.

orthogonality Synonyms and Antonyms

Synonyms for orthogonality

Antonyms for orthogonality

Phrases with orthogonality

  • a projection of one geometric figure onto another in which the projection lines are perpendicular to the plane of projection

    Example

    The engineer used an orthogonal projection to create a detailed blueprint of the building.

  • a square matrix whose columns and rows are mutually orthonormal

    Example

    Orthogonal matrices are used in linear algebra and geometry.

  • orthogonal frequency-division multiplexing (OFDM)

    a method of encoding digital data on multiple carrier frequencies

    Example

    OFDM is used in many modern communication systems, including Wi-Fi and digital television.

📌

Summary: orthogonality in Brief

The term 'orthogonality' [awr-thuh-guh-nal-i-tee] refers to the property of being at right angles to each other, as in geometry, or the property of being independent of other factors or elements. It is often used in technical fields like mathematics, engineering, and computer science. Examples include 'In geometry, two lines are orthogonal if they intersect at a right angle.' and 'The orthogonality of the two concepts allows us to analyze them separately.'