Homogeneous Meaning: Definition, Examples, and Translations

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homogeneous

[həˈmɒ.dʒə.nəs ]

Definitions

Context #1 | Adjective

similar type

Homogeneous refers to a composition that is the same or similar in nature or character throughout. It signifies uniformity in a system or group, suggesting that all parts are alike or indistinguishable from each other.

Synonyms

consistent, identical, similar, uniform.

Examples of usage

  • The population is homogeneous in terms of ethnicity.
  • The mixture was homogeneous after stirring it thoroughly.
  • They used a homogeneous solution for the experiment.
Context #2 | Adjective

mathematics

In mathematics, homogeneous can describe a polynomial in which all terms have the same total degree. This indicates that each term contributes equally to the overall degree of the polynomial expression.

Synonyms

constant, equal.

Examples of usage

  • Homogeneous equations are often solved using specific techniques.
  • In a homogeneous system, all equations maintain the same degree.
  • The function is homogeneous of degree two.

Translations

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Interesting Facts

Science

  • In chemistry, a homogeneous mixture has uniform composition throughout, such as salt water.
  • The study of homogeneous materials plays critical roles in fields like materials science and engineering.
  • Homogeneous populations in ecology refer to groups of organisms that are genetically very similar.

Sociology

  • In social studies, a homogeneous society can refer to a group with similar cultural backgrounds or identities.
  • This uniformity can impact social dynamics, creating a sense of belonging but sometimes leading to differences in perspectives.
  • Often, discussions about homogeneous groups could address issues like inclusivity and diversity.

Mathematics

  • In mathematics, a homogeneous function has the same degree when all its terms are scaled by a common factor.
  • Homogeneous coordinates are used in projective geometry to simplify equations in graphical representations.
  • When studying systems of equations, homogeneous systems have solutions where all constant terms equal zero.

Literature

  • Literary works sometimes explore themes of homogeneity in character development, indicating a lack of diversity in thought and experience.
  • Homogeneous settings in literature can reflect the monotony of life or societal norms.
  • The portrayal of homogeneous communities can serve as a critique of conformity or lack of individuality.

Origin of 'homogeneous'

Main points about word origin

  • The word comes from the Greek 'homogenes', meaning 'of the same kind'.
  • It combines 'homo-', which means 'same', with '-geneous', relating to 'kind' or 'type'.
  • The term was first used in English in the early 19th century, specifically in scientific contexts.

The term 'homogeneous' originates from the late 16th century, derived from the Greek word 'homogenes', where 'homo-' means 'same' and 'genes' translates to 'kind' or 'type'. It was initially used in the context of chemistry and later expanded into various fields such as biology, mathematics, and social sciences. 'Homogeneous' emphasizes uniformity and consistency, allowing for distinctions between different types of group compositions. In contemporary usage, the word applies broadly in discussions ranging from material sciences to sociological studies, reflecting growing interdisciplinary applications.


Word Frequency Rank

At #5,678 in frequency, this word belongs to advanced vocabulary. It's less common than core vocabulary but important for sophisticated expression.