geometric analysis
algebraic geometry
pseudodifferential
integral calculus
annihilator method
differential geometry
dromion
numerical analysis
operational analysis
Euler method
algebraic combinatorics
operational calculus
paradifferential
matrix
boundary condition
parametrix
Riemannian geometry
diff EQ
Legendre polynomial
numerical linear algebra
Runge-Kutta method
tropical geometry
calcular
diophantine geometry
algebraic geometer
arithmetic geometry
multigrid
analytic
mathemic
Cavalieri's principle
mathematize
polynomial equation
complementary function
extremal
trigonometry
Ernst equation
Atiyah-Singer index theorem
precalculus
partial differential equation
differential
arithmetic
semilinear
Laguerre polynomial
topology
precalc
initial value problem
nonexact
mathematicistic
Green's function
representation theory
pseudodifferential operator
algebraic analysis
particular integral
Szpiro's conjecture
vector algebra
differential equation
Schubert calculus
applied mathematics
first fundamental form
pure mathematics
Bessel function
Hermite polynomial
collocation
supersingular
integrodifferential
computational geometry
moonshine
shock
algebraic variety
linear algebra
infinitesimal analysis
lattice theory
Jacobi polynomial
overrelaxation
lambda term
Fourier analysis
stack
Riemannian
numericist
analysis
complex analysis
algebraizable
Hodge theory
abstract harmonic analysis
Tauberian
Cash-Karp method
interpretation
semigroupoid
orthogonalization
semicritical
mathetic
modern algebra
mathematical analysis
formula
simultaneous equations
rule

English words for 'A branch of mathematics in which techniques from differential geometry are used in the analysis and solution of partial differential equations, and vice versa.'

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