linear operator
eigenfunction
quadratic form
eigenvector
Mittag-Leffler function
spectrum
eigenvalue
primitive recursion
uniform metric
graph
superexponential
semi-norm
divergence
homogeneous function
left eigenvalue
right eigenvalue
Cauchy-Riemann equation
equibounded
oxoammonium
splitting field
associative
monotone function
subpower
uniformly continuous
inverse function
polynomial basis
quasigeodesic
gyrocommutative
linear function
gamma
partial function
normal basis
azomethine
lambda abstraction
eigenpolynomial
outer measure
monomorphism
Church encoding
Green's theorem
antidifference
walrus operator
cardinal variable
Knaster-Tarski theorem
Bruck-Ryser-Chowla theorem
primitive element
indefinite integral
aldoximate
Legendre transformation
anticyclotomic
de Bruijn-Newman constant
pole
elliptic operator
power series
scalariformly
von Mangoldt function
subhomogeneous
eta conversion
semitopological
normal subgroup
scalar field
commutator
derivative
conjugate
antiperiodicity
Boas-Buck polynomial
Schwarzian
Atiyah-Singer index theorem
gradient
subrepresentation
thioimidate
eigenequation
emanant
Schwarzian derivative
symmetric function
product rule
Weyl algebra
lambda term
anonymous function
negacyclic
residuum
paradifferential
hyperexponential
Brauer group
unirational
Clifford module
tessarine
additive function
time constant
Hann function
positive linear functional
normaloid
Galois extension
lambda calculus
level set
Witt group
Nevanlinna theory
Dirac delta

English words for 'An operator L such that for functions f and g and scalar λ, L (f + g) = L f + L g and L λf = λ L f.'

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