Lectures on Pseudo-Differential Operators

Computation, Pseudo-differential operator, Regularity theorem, Homogeneous distribution, Integer, Sum of squares, Calculation, Scientific notation, Taylor's theorem, Mean value theorem, Intermediate value theorem, Triangle inequality, Parametrix, Variable (mathematics), Several complex variables, Fourier transform, Singular integral, Support (mathematics), Theorem, Derivative, Disjoint union, Uniform boundedness, Projection (linear algebra), Left inverse, Operator (physics), Operator norm, Differential operator, Fourier integral operator, Complex analysis, Boundedness, Nilpotent group, Compact space, Jacobian matrix and determinant, Asymptotic expansion, Integration by parts, Requirement, Coefficient, Right inverse, Subset, Upper and lower bounds, Zero set, Submanifold, Quadratic function, Existential quantification, Infimum and supremum, Summation, Polynomial, Tangent space, Partition of unity, Banach space, Remainder, Transpose, Change of variables, Adjoint, Monomial, Special case, Bounded operator, Linear map, Orthogonal complement, Parity (mathematics), Sobolev space, Without loss of generality, Heat equation, Elliptic partial differential equation, Estimation, Theory, Heisenberg group, Euclidean vector, Self-reference, Geometric series