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Bipartite: meaning, definitions and examples

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bipartite

 

[ baɪˈpɑːr.taɪt ]

Adjective
Context #1 | Adjective

mathematics, design

The term 'bipartite' refers to something that is divided into two distinct parts or groups. In mathematics, a bipartite graph is a type of graph whose vertices can be divided into two disjoint sets such that every edge connects a vertex in one set to a vertex in the other set. This concept is often used in various fields, including computer science and social sciences, to illustrate relationships between two different classes of objects. Similarly, in design, a bipartite approach can indicate a division of elements into two complementary sections.

Synonyms

divided, dual, two-part

Examples of usage

  • A bipartite graph consists of two sets of nodes.
  • The research study employed a bipartite analysis of social interactions.
  • The design features a bipartite color scheme.
  • In our project, we are using a bipartite method to separate tasks.

Translations

Translations of the word "bipartite" in other languages:

🇵🇹 bipartido

🇮🇳 द्विदलीय

🇩🇪 bipartit

🇮🇩 bipartit

🇺🇦 біпартитний

🇵🇱 bipartytowy

🇯🇵 二部構成の

🇫🇷 bipartite

🇪🇸 bipartito

🇹🇷 iki parçalı

🇰🇷 이분법적인

🇸🇦 ثنائي

🇨🇿 bipartitní

🇸🇰 bipartitný

🇨🇳 二分的

🇸🇮 bipartiten

🇮🇸 tvíhliða

🇰🇿 екі жақты

🇬🇪 ბიპარტიტული

🇦🇿 iki tərəfli

🇲🇽 bipartito

Etymology

The word 'bipartite' originates from the Latin roots 'bi-' meaning 'two' and 'partitus', the past participle of 'partire', which means 'to divide'. Its usage in the English language dates back to the 18th century, primarily in mathematical and scientific contexts. The prefix 'bi-' denotes a duality, while 'partite' refers to division or partition. The term has been adopted in various disciplines, such as mathematics, sociology, and computer science, where the concept of two distinct groups is fundamental. Over the years, 'bipartite' has gained traction in the fields of graph theory and social network analysis, underscoring its importance in understanding relationships and structures that are inherently divided into two categories.

Word Frequency Rank

At rank #26,211, this word represents specialized academic or technical vocabulary. It's less frequently encountered but may be valuable in specific contexts.