Harmonic Analysis (PMS-43), Volume 43

Fourier transform, Translational symmetry, Oscillatory integral, Hölder's inequality, Fubini's theorem, Pseudo-differential operator, Gaussian curvature, Meromorphic function, Spectral theory, Fourier analysis, Interpolation theorem, Subharmonic function, Norm (mathematics), Harmonic analysis, Existential quantification, Lie algebra, Holomorphic function, Function (mathematics), Hilbert space, Bounded operator, Convolution, Rectangle, Laplace's equation, Riesz transform, Lebesgue measure, Banach space, Integral transform, Asymptotic formula, Projection (linear algebra), Dirichlet problem, Elliptic operator, Martingale (probability theory), Commutative property, Locally integrable function, Fatou's theorem, Analytic function, Boundedness, Characterization (mathematics), Fourier integral operator, Bessel function, Heisenberg group, Boundary value problem, Lipschitz continuity, Characteristic polynomial, Cauchy's integral theorem, Theorem, Square (algebra), Order of integration (calculus), Automorphism, Variable (mathematics), Support (mathematics), Maximal function, Differential operator, Harmonic function, Special case, Commutator, Submanifold, Bounded mean oscillation, Nilpotent Lie algebra, Cauchy–Riemann equations, Fundamental solution, Hardy space, Orthogonality, Vector field, Dirac delta function, Fourier inversion theorem, Marcinkiewicz interpolation theorem, Hilbert transform, Poisson summation formula, Singular integral