What is another word for bisection?

Pronunciation: [ba͡ɪsˈɛkʃən] (IPA)

Bisection is a mathematical term that refers to dividing something into two equal parts. However, there are other terms for this concept that can be used depending on the context. One such term is "halving", which is commonly used in everyday language. Another term is "dichotomy", which implies a division into two distinct categories or groups. "Partitioning" can also be used to refer to splitting something into equal sections. Additionally, "intersection" can be used to describe the point where the bisecting line intersects the shape or object being divided. Ultimately, the most appropriate synonym for bisection depends on the specific circumstances in which the term is being used.

Synonyms for Bisection:

What are the hypernyms for Bisection?

A hypernym is a word with a broad meaning that encompasses more specific words called hyponyms.

What are the hyponyms for Bisection?

Hyponyms are more specific words categorized under a broader term, known as a hypernym.
  • hyponyms for bisection (as nouns)

What are the opposite words for bisection?

The term bisection refers to cutting or dividing into two equal parts. Its antonyms, on the other hand, are those words that represent the opposite of bisection. These words include merging, combining, uniting, and consolidating. Rather than dividing something into two parts, these words indicate that two or more things are being brought together as one. Other antonyms for bisection may include addition, enlargement, engrossment, and integration. The use of antonyms can help to expand one's vocabulary and provide a greater understanding of the subtle nuances of language.

What are the antonyms for Bisection?

Usage examples for Bisection

Whereon Mrs. Iggulden explained that her nephew had by an act of self-sacrifice surrendered this bed as a luxury for lodgers in the season, having himself a strong congenital love of bisection.
"Somehow Good"
William de Morgan
"It can't be half and half in terms of actual bisection.
"This Freedom"
A. S. M. Hutchinson
Before making a fresh start he looked for some simplification of the labour; and determined to adopt Ptolemy's assumption known as the principle of the bisection of the excentricity.
"Kepler"
Walter W. Bryant

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