Let "D" be the vector space of rational divisor classes on "V", up to algebraic equivalence which is of finite dimension usually denoted by ρ ("V").
The dimension of "D" is finite and is usually denoted by ρ ("V"). Let "D" be the vector space of rational divisor classes on "V", up to algebraic equivalence.
Let "D" be the vector space of rational divisor classes on "V", up to algebraic equivalence. The dimension of "D" is finite and is usually denoted by ρ ("V").
Let "D" be the vector space of rational divisor classes on "V", up to algebraic equivalence. The dimension of "D" is finite and is usually denoted by ρ ("V").