Two algebraic varieties irregular canonical map View Homepage


Ontology type: schema:MonetaryGrant     


Grant Info

YEARS

2013-2013

FUNDING AMOUNT

30000 CNY

ABSTRACT

Classification of algebraic varieties and study their geometric properties of algebraic geometry is an important task. Irregular algebraic varieties is a special and important class of algebraic varieties. The project intends to study the general type of algebraic varieties with great Albanese dimension of two canonical map. For the general type of irregular primitive algebraic varieties, Barja, who recently proved: if the q (X)> dim (X) and its two dual-model mapping is not rational, then it is equivalent to a simple birational Abel cluster Theta divisor. The project will study q (X) = dim (X) primitive cluster of two canonical map, this issue has been entirely clear in the case of the surface. The project will also study the non primitive algebraic varieties irregular two canonical map analogy surface results, we hope to have a non-dual model there are two maps to get some special algebraic varieties on fibrosis. More... »

URL

http://npd.nsfc.gov.cn/projectDetail.action?pid=11226075

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