-
inverse. This lack of
inverses is the main
motivation for
extending the
natural numbers into the integers. An
element can have
several left
inverses and...
- {\displaystyle \{1,3\}} -
inverses are
exactly those for
which X = 0 {\displaystyle X=0} , and the { 1 , 4 } {\displaystyle \{1,4\}} -
inverses are
exactly those...
-
functions and
their inverses: Many
functions given by
algebraic formulas possess a
formula for
their inverse. This is
because the
inverse f − 1 {\displaystyle...
- Look up
inverse in Wiktionary, the free dictionary.
Inverse or
invert may
refer to:
Inverse (logic), a type of
conditional sentence which is an immediate...
-
generalized inverse Inverse element Moore–Penrose
inverse Jordan normal form
Generalized eigenvector Drazin, M. P. (1958). "Pseudo-
inverses in ****ociative...
- and
right inverses, if they exist, will agree, and the
additive inverse will be unique. In non-****ociative cases, the left and
right inverses may disagree...
- This
iteration can also be
generalized to a
wider sort of
inverses; for example,
matrix inverses.
Every real or
complex number excluding zero has a reciprocal...
- and
Drazin inverses" (PDF). Matematički Vesnik. 49: 163–72. Golub, G. H.; Pereyra, V. (April 1973). "The
Differentiation of Pseudo-
Inverses and Nonlinear...
- when it exists, a
modular multiplicative inverse is unique: If b and b' are both
modular multiplicative inverses of a
respect to the
modulus m, then a b...
- "right-invertible", in
which one-sided
inverses are considered.) The
linear transformation mapping x to Ax is invertible, i.e., has an
inverse under function composition...