Lax pair
transfer function
algebraic number
Heisenberg picture
forcing function
matrix mechanics
transcendental function
Capelli's identity
Hessian matrix
algebraic variety
elliptic operator
algebraic
linear algebra
overrelaxation
exponential equation
rheonomic
contragredient
Weyl algebra
pseudodifferential operator
polynomial form
projective Hilbert space
birational
Hodge theory
P
differential form
plexus
Green's function
Kronecker product
provector
characteristic polynomial
collocation
equationally
Riccati equation
evector
numerical analysis
Hermite polynomial
integral calculus
Ernst equation
Laguerre polynomial
evectant
positone
Airy equation
self-dual
Cramer's rule
paradifferential
scleronomic
coefficient matrix
integrodifferential
Kac-Moody algebra
LU
bifundamental
derivation
matrix operation
quasideterminant
linear algebraic
transcendental
polynomial equation
stoquastic
simple algebra
Clifford algebra
reductionism
gyrovector
equationlike
matrix algebra
operational calculus
involutory
Wheeler-Feynman absorber theory
operational analysis
Sylvester equation
algebrogeometric
initial value problem
critical function
cointegration
fundament
determinant
cubic equation
Legendre transformation
Fredholm theory
forward-backward algorithm
algebraizability
solve
Abel sum
syzygant
and
semilinear
unknown
vector algebra
spectral theory
Galois theory
unknown quantity
chakravala method
multigrid
chaos
Wronskian
bialgebra
algebraic analysis
matrician
Kodaira vanishing theorem

English words for 'In the theory of integrable systems, a pair of time-dependent matrices or operators that satisfy a corresponding differential equation, called the Lax equation.'

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