- mathematics, and more
specifically in ring theory, an
ideal of a ring is a
special subset of its elements.
Ideals generalize certain subsets of the integers, such...
- An
ideal gas is a
theoretical gas
composed of many
randomly moving point particles that are not
subject to
interparticle interactions. The
ideal gas concept...
-
right ideal of a ring R is a non-zero
right ideal which contains no
other non-zero
right ideal. Likewise, a
minimal left
ideal is a non-zero left
ideal of...
- number,
together with the zero
ideal.
Primitive ideals are prime, and
prime ideals are both
primary and semiprime. An
ideal P of a
commutative ring R is...
- a
maximal ideal is an
ideal that is
maximal (with
respect to set inclusion)
amongst all
proper ideals. In
other words, I is a
maximal ideal of a ring...
-
Ideal is a
posthumously published 2015
novel by Ayn Rand. The July 7, 2015
first edition of the
novel was
published featuring the book
version along with...
- protagonist's ****ual
awakening and her
journey around the
world to
pursue an
ideal first lover who will take her virginity. A box
office flop, the film was critically...
-
matter how
quickly after the
first, is then not
guaranteed to find the
particle in the same location. Even for
ideal, "
first-kind"
projective measurements...
- In
number theory, an
ideal number is an
algebraic integer which represents an
ideal in the ring of
integers of a
number field; the idea was
developed by...
- In mathematics,
ideal theory is the
theory of
ideals in
commutative rings.
While the
notion of an
ideal exists also for non-commutative rings, a much...
