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Legendre transformation Subderivative Polyconvexity Convex analysis Conjugate gradient method Convex optimization Quasiconvex function Generalized conic Convex combination Projections onto convex sets Conic optimization Convolution Pythagorean theorem Compact convergence Orthogonality Calculus on euclidean space Jensen's inequality Equivariant map Exponential map Convolution theorem Biconjugate gradient method Lagrange inversion theorem Inverse function rule Logarithmically concave function Hilbert transform Geometric transformation Sesquilinear form Linear approximation Projection Continuous linear operator Cotangent complex Nonlinear programming Legendre function Conic section Graph fourier transform Conformal mapping Tangent cone Generating function transformation Spectrum Isometry Convex geometry Proximal operator Transpose of a linear map Characteristic function Trace operator Integro-differential equation Logarithmic norm Symmetric derivative Convex function Inverse scattering transform Schwarz reflection principle Mellin transform K-function Fractional fourier transform Ramanujan theta function Logarithmic derivative Derivation Functional calculus Laplace operator Tangent space Implicit function theorem Class function Complex logarithm Commutation matrix Associated legendre polynomials Proximal gradient method Schur-convex function Pointwise product Affine group Beta function Fractal derivative Dirichlet convolution Formal derivative Legendre's constant Rastrigin function Jacobian matrix and determinant Shift operator Congruence Differential operator Transpose conjugate Elliptic operator Antilinear map Inverse element Adjunction formula Linear function Hyperbolic functions Logarithm of a matrix Inclusion function Multivariate laplace distribution Dirac equation in curved spacetime Conformal geometry Mean value theorem Quadric Two-sided laplace transform Hermitian adjoint Ordered exponential Hartley transform Inner product Cartan decomposition Cartan connection

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