In mathematics, a zero element is one of several generalizations of the number zero to other algebraic structures. These alternate meanings may or may not reduce to the same thing, depending on the context.
Read more about Zero Element: Additive Identities, Absorbing Elements, Zero Objects, Zero Morphisms, Least Elements, Zero Module, Zero Ideal, Zero Matrix, Zero Tensor, Zero Divisor, Zerosumfree Monoid
Famous quotes containing the word element:
“To get a man soundly saved it is not enough to put on him a pair of new breeches, to give him regular work, or even to give him a University education. These things are all outside a man, and if the inside remains unchanged you have wasted your labour. You must in some way or other graft upon the man’s nature a new nature, which has in it the element of the Divine.”
—William Booth (1829–1912)