In mathematics terms the difference between projective and isotrivial
is that projective is describing those properties of a figure that are invariant upon projection while isotrivial is describing a smooth projective surface having a morphism onto a curve such that all smooth fibres are isomorphic to each other.
As adjectives the difference between projective and isotrivial
is that projective is projecting outward while isotrivial is describing a smooth projective surface having a morphism onto a curve such that all smooth fibres are isomorphic to each other.
projective
English
Adjective
projecting outward
of, relating to, or caused by a projection
(mathematics) describing those properties of a figure that are invariant upon projection
Derived terms
*projective algebraic manifold
*projective collineation
*projective cone
*projective correlation
*projective differential geometry
*projective frame
*projective general linear group
*projective general orthogonal group
*projective general unitary group
*projective geometry
*projective Hilbert space
*projective identification
*projective line
*projective linear group
*projective module
*projective object
*projective plane
*projective plane dissection
*projective representation
*projective set
*projective space
*projective special orthogonal group
*projective special unitary group
*projective symplectic group
*projective test
*projective texture mapping
*projective transformation
*projective unitary group
*projective variety
*projective vector field
* (l)
isotrivial
English
Adjective
(-)
(mathematics) Describing a smooth projective surface having a morphism onto a curve such that all smooth fibres are isomorphic to each other
Anagrams
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