Prospects in Mathematics

Euler number, Symmetric bilinear form, Polynomial, C*-algebra, Fourier, K-theory, Clifford algebra, Commutative ring, Diffeomorphism, Degenerate bilinear form, Bounded operator, Differentiable manifold, Existence theorem, Parity (mathematics), Symplectic vector space, Integral transform, Mathematics, Number theory, Integer, Coefficient, Hyperbolic partial differential equation, Modular form, Algebraic group, Hilbert space, Module (mathematics), Theorem, Bernoulli number, Line bundle, Fourier transform, Vector bundle, Complex manifold, Square-integrable function, Support (mathematics), Topology, Dimension (vector space), Special case, Commutative property, Poisson bracket, Hardy space, John Milnor, Normal bundle, Partial differential equation, Atiyah–Singer index theorem, Differential operator, Parametrix, Maximal ideal, Vector space, Algebraic geometry, Riemann–Roch theorem, Fredholm operator, Variable (mathematics), Affine space, Surjective function, Dedekind sum, Fourier integral operator, Elliptic operator, Principal part, Pseudo-differential operator, Projective space, Quadratic form, Diagram (category theory), Equation, Resolution of singularities, Canonical transformation, Ellipse, Isomorphism class, Submanifold, Homotopy, Open set, Rational variety