Minimus Meaning: Definition and Examples

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minimus

[ˈmɪnɪməs ]

Definition

Context #1 | Noun

used in mathematics

Minimus refers to the smallest value in a set, particularly in the context of minimization problems in mathematics. It is often used in calculus and optimization to identify the minimum point of a function.

Synonyms

least, minimum, smallest.

Examples of usage

  • The minimus of the function occurs at x = 3.
  • In this set of numbers, the minimus is 1.
  • To find the minimus, apply the derivative test.

Interesting Facts

Mathematics

  • In calculus, the minimus (or minimum) is a point where a function takes its smallest value.
  • Minima are crucial in optimization problems, helping find the most efficient solutions.

Music

  • In musical terms, 'minimus' can refer to a small note or a shortened form of a note.
  • The concept of 'minimus' is used in composition to denote simplicity and brevity in music.

Biology

  • In biological taxonomy, 'minimus' has been used to classify various small species, emphasizing their diminutive size.
  • Examples include certain fungi and insects that display the 'minimus' trait, often named for their small stature.

Literature

  • The term often appears in literature to portray characters or elements that are insignificant but can have larger implications.
  • In various fables, the smallest creatures, like mice, often play pivotal roles, reflecting the theme of 'minimus' in storytelling.

Origin of 'minimus'

Main points about word origin

  • Originates from Latin, where 'minimus' means 'smallest' or 'least'.
  • Related to words like 'minimal' and 'minute', all of which have to do with smallness or insignificance.

The term 'minimus' originates from Latin, meaning 'smallest'. It is a superlative form of 'parvus', which means 'small'. In the context of mathematics, the concept of minimization has been developed since ancient times, but the formal use of the term has evolved with the growth of calculus and optimization theories in the 17th century. As the study of equations and functions advanced, the need to identify minimum points became essential for mathematicians and later engineers, leading to widespread adoption of the term 'minimus' in mathematical literature.