paracomposition
polyconvexity
Hessian matrix
hypoplactic
convolution
minorant
antihomomorphism
quasiconvex
slope field
linear algebra
rectangularized
quantic
prodiscrete
quasiconcave
Baire function
chain rule
concomitant
uniformize
orthogonalization
partial function
mollifier
power-associative algebra
Herbrand function
plurisubharmonic
apodization
ring homomorphism
defunctionalization
antitrigonometric function
polyquadratic
Fréchet surface
homotopy
quadrangulation
birational
anticlastic
curvative
cogredient
derivation
semi-elasticity
sequential continuity
impulse function
Legendre transformation
apodize
LQG
determinant
linearly
diffeology
identity matrix
syzygant
transcendental function
big O notation
orthogonal
pseudoconcave
pseudodifferential
Conway polynomial
Hodge decomposition
Morse function
elliptic curve
bounded function
resummation
Conway-Alexander polynomial
tridiagonality
subparameter
linear form
preimage
algebraize
inverse function
crosslinear
backdilute
projective variety
polynomial form
semifield
non-negative
relative pseudo-complement
multifunction
skew-symmetric
orthonormal
fixed point
inverse trigonometric function
bilinear
polynomial function
algebraic function
arc elasticity
plurifunctional
predimension
quartimax
monotony
isotrivial
vector field
primitive recursive
direct sum
theta function
postcritical
transformation
piecewise linear
contravariant
positive linear functional
algebraic
monotone convergence theorem

English words for 'An extension of the paralinearization of non-smooth functions, used to flatten pairs of surfaces by changing variables.'

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