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noun
For a given function, the set of all elements of the domain that are mapped into a given subset of the codomain; given a function ƒ : ''X'' → ''Y'' and a subset ''B'' ⊆ ''Y'', the set ƒ
−1
(''B'')
Words Related to
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codomain
,
topological space
,
isomorph
,
cartesian product
,
open interval
,
topological group
,
metric space
,
bijection
,
binary operation
,
euclidean space
,
homaloid
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morphism
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hilbert space
,
real value
,
vector field
,
homomorphism
,
null set
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homeomorphism
,
hyperbolic function
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poset
,
linear operator
,
identity element
,
surjection
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exponential function
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functor
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scalar field
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isomorphism
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piecewise
,
tangent plane
,
natural number
,
joint probability
,
supremum
,
mathematical space
,
unary operation
,
inverse function
,
affine transformation
,
abelian group
,
anamorphism
,
mollifier
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infimum
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groupoid
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scalar product
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dyadic operation
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independent variable
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automorphism
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inner product
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descriptive geometry
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conditional probability
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logarithmic function
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logic gate
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affine geometry
,
algebraic number
,
subgraph
,
vector algebra
,
rational number
,
mandelbrot set
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homotopy
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vector product
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cohomology
,
fibration
,
endomorphism
,
end point
,
polyonym
,
isotrimorphism
,
affine
,
scalogram
,
photomap
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metrizable
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definite integral
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time exposure
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paramorphism
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root system
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transfinite number
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partial derivative
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pseudovector
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periodic function
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random variable
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homoeomeria
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cofunction
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radius vector
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circular function
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identity matrix
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tuple
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isometry
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modulus of elasticity
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accumulation point
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pseudograph
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isohel
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indefinite integral
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laplace operator
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cyclotomy
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codimension
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square matrix
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map projection
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eigenvector
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point group
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epimorphism
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power series
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prime factor
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nomial
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