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An object is amphichiral (also called reflexible) if it is superposable with its mirror image (i.e., its image in a plane mirror).

A clear-cut way of describing every object in a class in a one-to-one manner.

A mathematical object invented to solve irreducible congruences of the form F(x)=0 (mod p), where p is prime.

A one-dimensional geometric object such as a pencil or line segment range.

An image of an object obtained by reflecting it in a mirror so that the signs of one of its coordinates are reversed.

An object is reflexible if it is superposable with its image in a plane mirror. Also called amphichiral.

There are several meanings of the word content in mathematics. The content of a polytope or other n-dimensional object is its generalized volume (i.e., its "hypervolume"). ...

An object is unique if there is no other object satisfying its defining properties. An object is said to be essentially unique if uniqueness is only referred to the ...

A group or other algebraic object is said to be Abelian (sometimes written in lower case, i.e., "abelian") if the law of commutativity always holds. The term is named after ...

A technical mathematical object which bears the same resemblance to binary relations as categories do to functions and sets.