Gromov-Witten invariant
algebraic
creative
productive
semicreative
p-adic number
rational root theorem
p-adic absolute value
fraction
rational function
uniruled
algebraic number
rational
adjoint
adele
cyclotomic field
composition algebra
algebraic number field
birational
complex number
complex quantity
hailstone number
imaginary
algebraic number theory
Harnack's curve theorem
equilogical
imaginary number
equivalence
Neukirch-Uchida theorem
real number
arithmetic geometry
geometry of numbers
rationalizability
abstract analytic number theory
Dickson's conjecture
recursion theory
Ramsey number
transcendental number
degree
Church-Turing thesis
Schubert calculus
vanishing ideal
field theory
transcendental
transcendental number theory
irrational number
S
simple algebra
analytic number theory
irrational
Narayana number
rationalistical
number-theoretic function
Størmer's theorem
hyperreal number
Hermite polynomial
denumerate
Cullen number
finite geometry
real analysis
Pell number
hyperarithmetic
continuum hypothesis
algebraizability
Gröbner basis
curve deficiency
terminate
zetetics
Bézout's theorem
quadratic field
number-theoretically
Gödel numbering
unirational
real
real-valued
radicand
complex
Cauchy sequence
Abel polynomial
number
algebraic variety
denumerable
Faulhaber's formula
positive measure
numerable
number theoretician
Nullstellensatz
Gleason's theorem
gridpoint
modular calculus
axiomatic system
modular arithmetic
Iverson bracket
universal algebra
number field
SYZ conjecture
Witt group
formulaically

English words for 'A rational number that, in certain situations, counts pseudoholomorphic curves meeting prescribed conditions in a given symplectic manifold. They have applications in string theory.'

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