Andere Kunden interessierten sich auch für
![Weil Cohomology Theory]( "Weil Cohomology Theory")
Weil Cohomology Theory22,99 €![Descent (category theory)]( "Descent (category theory)")
Descent (category theory)22,99 €![Grothendieck's Galois Theory]( "Grothendieck's Galois Theory")
Grothendieck's Galois Theory22,99 €![Chern Weil Theory]( "Chern Weil Theory")
Chern Weil Theory25,99 €![Donaldson Theory]( "Donaldson Theory")
Donaldson Theory22,99 €![Covariant Hamiltonian Field Theory]( "Covariant Hamiltonian Field Theory")
Covariant Hamiltonian Field Theory22,99 €![Dual (category theory)]( "Dual (category theory)")
Dual (category theory)19,99 €
High Quality Content by WIKIPEDIA articles! In commutative algebra and algebraic geometry, elimination theory is the classical name for algorithmic approaches to eliminating between polynomials of several variables. The linear case would now routinely be handled by Gaussian elimination, rather than the theoretical solution provided by Cramer's rule. In the same way, computational techniques for elimination can in practice be based on Gröbner basis methods. There is however older literature on types of eliminant, including resultants to find common roots of polynomials, discriminants and so on. In particular the discriminant appears in invariant theory, and is often constructed as the invariant of either a curve or an n-ary k-ic form. Whilst discriminants are always constructed resultants,