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Bilinear form Bilinear map Tensor product Linear map Dual system Alternating multilinear map Symplectic vector space Orthogonal functions Transpose of a linear map Dual space Equivariant map Degenerate bilinear form Algebra over a field Second covariant derivative Symmetric space Skew gradient Sesquilinear form Lie algebra Symmetric polynomial Multilinear form Linear form Lie algebra representation Indefinite orthogonal group Composition algebra System of bilinear equations Isometry Affine group Hodge star operator Change of basis Tangential and normal components Sylvester matrix Orthonormal basis Symmetric algebra Lie bracket of vector fields Orthogonal basis Rotational invariance Sobolev space Bialgebra Positive linear functional Tensor reshaping Bijection Multilinear polynomial Cross product Graph of a function Continuous linear operator Orthonormality Symmetric difference Isometry group Projection Symplectic manifold Rigid transformation Symmetric group Adjoint representation Measurable function Bilinear interpolation Euclidean group Symmetric function Operator algebra Identity Holomorphic vector bundle Quasiconvex function Symmetry of second derivatives Orthogonal polynomials Isotropic quadratic form Quadratic form Monotonic function Homomorphism Associative algebra Definite quadratic form Orthogonal group Polarization identity Special linear group Hermitian adjoint Symmetric graph Abelian group Eigenfunction Affine space Linear differential equation Dyadics Matrix norm Dual basis Symmetric matrix Special linear lie algebra Orthogonal diagonalization Commutation matrix Symplectomorphism Circulant matrix Orthogonality Operator Coordinate vector Linear function Symmetry Cartesian product Frobenius algebra Hamiltonian vector field Euclidean vector Rotation of axes Sylvester equation Linear relation Frobenius normal form

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