linear systems of divisors造句
例句與造句
- Its linear subspaces are called linear systems of divisors.
- A projective linear subspace of this projective space is called a linear system of divisors.
- However the linear system of divisors consisting of all such quadrics is not without a base locus.
- The historical roots of the theory lie in the idea of the adjoint linear system of a linear system of divisors in classical algebraic geometry.
- More generally, a "'pencil "'is the special case of a linear system of divisors in which the parameter space is a projective line.
- It's difficult to find linear systems of divisors in a sentence. 用linear systems of divisors造句挺難的
- The following shows how the parameters of the code relate to classical parameters of linear systems of divisors " D " on " C " ( cf.
- In more classical language, these " D " do not move in a linear system of divisors on " C ", in the sense that they do not dominate the polar divisor of a non constant function.
- Another equivalent condition is in terms of the linear system of divisors on " V " cut out by the tautological line bundle " L " on projective space, and its " d "-th powers for " d " = 1, 2, 3, . . .; when " V " is non-singular, it is projectively normal if and only if each such linear system is a complete linear system.