User:Aniruddha22Paranjpye/Books/Homogeneous Polynomials
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Homogeneous Polynomials
[edit]- Homogeneous polynomial
- Bombieri norm
- Complete homogeneous symmetric polynomial
- Determinant
- Diagonal form
- Elementary symmetric polynomial
- Monomial
- Norm form
- Polarization of an algebraic form
- Polynomial SOS
- Power sum symmetric polynomial
- Schur polynomial
- Zonal polynomial
- 15 and 290 theorems
- Arf invariant
- Barnes–Wall lattice
- Binary quadratic form
- Büchi's Problem
- Class number formula
- Clifford algebra
- Coxeter–Todd lattice
- Definite quadratic form
- Discriminant
- Donaldson's theorem
- E8 lattice
- Proofs of Fermat's theorem on sums of two squares
- Hasse invariant of a quadratic form
- Hasse–Minkowski theorem
- Hilbert symbol
- Hilbert's eleventh problem
- Isotropic quadratic form
- Kaplansky's theorem on quadratic forms
- L-theory
- Leech lattice
- Markov spectrum
- Meyer's theorem
- Niemeier lattice
- Oppenheim conjecture
- Orthogonal group
- Pfister form
- Point reflection
- Projective orthogonal group
- Quadratic form
- Quadratic form (statistics)
- Signature (topology)
- Smith–Minkowski–Siegel mass formula
- Surgery structure set
- Surgery theory
- Sylvester's law of inertia
- Tensor product of quadratic forms
- Unimodular lattice
- Witt group
- Ε-quadratic form
- Quadric
- Conical surface
- Cylinder (geometry)
- Ellipsoid
- Hyperboloid
- Hypercone
- Klein quadric
- Oblate spheroid
- Paraboloid
- Prolate spheroid
- Quadric (projective geometry)
- Spheroid