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Differential operator Functional calculus Operator theory Transform Projection Transfer function Operator Hilbert transform Function composition Function application Derivation Continuous linear operator Transpose Laplace operator Formal derivative Implicit function theorem Transition function Divisor function Binary function Logarithmic derivative Morphism Symmetric derivative Change of variables Operator algebra Beta function Differential equation Algebraic function Transpose of a linear map Generating function transformation Pseudo-differential operator Commutation matrix Convex conjugate Rotation matrix Linear fractional transformation Frobenius inner product Geometric transformation Integro-differential equation Equivariant map Chain rule Trace operator Functional Matrix sign function Trigonometric substitution Discrete-time fourier transform Inverse function rule Logarithmic norm Partial function Linear operator Operation Fractional fourier transform Inverse function Dirichlet convolution Distributive property Convolution Differintegral Hartley transform Structure tensor Sign function Matrix multiplication Legendre transformation Inverse scattering transform Linear transformation Operand Functional analysis Function space Bounded inverse theorem Algebra homomorphism Partial derivative Eigenfunction Pythagorean theorem Composition operator Compression Laplace transform Proximal operator Transfer matrix Graph fourier transform Lagrange inversion theorem Matrix exponential Partial differential equation Koenigs function Integral transform Indicator function Inclusion map Linear functional Schwarzian derivative Partial trace Mathematical analysis Equation Basis function Second derivative Transpose conjugate Pseudodifferential operator Pushforward Integrating factor Complex conjugation Image Isometry Orthogonalization Integral Multilinear form

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