Matrices Over Polynomial Rings |
From inside the book
Try this search over all volumes: هو
Results 1-0 of 0
Common terms and phrases
2×2 matrices a₁ a₂ algebraically closed algebraically conjugate arbitrary field b₁ b₂ Ba₂ c₂ certainly common factors common zero commutator problem commutator theorem completely primary ring constant term Cornell corresponding prime ideals da₁ dc₂ de₁ deg r₂ denote determinant 1 theorem determinant problem dim I(C direct sum equivalent F[x₁ finite number follows formally real field hence homogeneous polynomial implies integral domain k₂ last two equations Let F linear factors linear terms matrix does exist Multiplying nomial number of algebraically P₁ permutation Pi's poly polynomial ring power series previous lemma primary ideals prime ideals belonging prime polynomial principal ideal domain proof of Lemma q's are primary real closed field reduced matrix satisfying equation similarly submodule suppose Theorem 4.1 theorem are true theorem is false three polynomials three vectors tr(C tr(M ū₂ Van der Waerden variables Waerden write xp₁ x,y