Mathematical Object

Abstract entity described using mathematical language.

A mathematical object is a general term for any abstract entity that can be described using mathematical language.

Etymology

The term 'mathematical object' arose from the need to generalize mathematical concepts beyond specific numbers or geometric figures.

Explain Like I’m 5

A mathematical object is like a building block in math - it could be a number, shape, or even an idea that mathematicians use to solve problems and build bigger ideas.

Fun Facts

Georg Cantor revolutionized mathematics by studying infinite sets as mathematical objects
Mathematical objects are not limited to numbers
they include concepts like symmetry and transformations
The study of mathematical objects forms the foundation for many areas of mathematics

FAQ

What is a mathematical object? It's an abstract entity studied in mathematics
What are examples of mathematical objects? Numbers, sets, functions, and equations are all mathematical objects
Can mathematical objects be physical? No, they are abstract concepts

Synonyms — Similar or Related Terms

mathematical entity abstract object

Hypernyms — Broader Categories

abstract entity mathematical concept

Hyponyms — Specific Examples

number set function group ring field vector space

Holonyms — Wholes or Groups

mathematics

Indexes

abstract mathematical

Built by Tim Jones