characteristic polynomial
invex
hyperbolic polynomial
paradifferential
Euler's criterion
ultradiscrete
birational
differentiable
primitive polynomial
Hodge theory
analytic
Green's theorem
left eigenvector
subpower
left eigenvalue
composition algebra
forcing function
analytic function
Frobenius endomorphism
transcendental function
pseudodifferential
nonexact
partial differential equation
Green's function
linearly
logarithmic derivative
integral element
semicritical
Sturm-Liouville form
Weyl algebra
level set
differential calculus
method of fluxions
Morse function
eigenvector
Lax pair
derivative
complementary function
quadratic function
periodic function
Wronskian
eigenvalue
Appell sequence
particular integral
parametrix
trivial solution
multilinear form
directed infinity
differential equation
tensorially
Ax-Kochen theorem
Legendre symbol
Riccati equation
p-adic norm
Legendre transformation
epimorphism
equibounded
linearity
elliptic curve
oxycarbenium
hypoplactic
Gauss-Lucas theorem
positone
Cauchy problem
monotone function
Laplace transform
quasideterminant
pseudodifferential operator
anticyclotomic
variable
cross term
monic
diff EQ
eigenfunction
Dirichlet energy
probability mass function
Jacobi polynomial
tensorial
Abel polynomial
Cauchy sequence
transcendental
right eigenvector
antiset
sulfonimidamide
sulfinylamine
surface normal
Sturm sequence
Dirac delta
adjoint
iminophosphorane
linearizability
sulfoximide
digitize
oxylium ion
collocation
initial value problem
Legendre polynomial
idealizer

English words for 'A polynomial P(r) corresponding to a homogeneous, linear, ordinary differential equation P(D) y = 0 where D is a differential operator (with respect to a variable t, if y is a function of t).'

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