Prospects in Mathematics. (AM-70), Volume 70

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