In mathematics, the Jacobian variety J(C) of a non-singular algebraic curve C of genus g is the moduli space of degree 0 line bundles. It is the connected component of the identity in the Picard group of C, hence an abelian variety.
Read more about Jacobian Variety: Introduction, Construction Over For Complex Curves, Further Notions
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“Fortunately, children do not need “perfect” parents. They do need mothers and fathers who will think on their feet and who will be thoughtful about what they have done. They do need parents who can be flexible, and who can use a variety of approaches to discipline.”
—James L. Hymes, Jr. (20th century)