ANTS-X: Algorithmic Number Theory Symposium 2012

第十届数学数论研讨会（ANTS）会议将于2012年7月9日至13日在圣地亚哥的加州大学举行。它将包括大约5个邀请讲座，通过竞争性审查过程选择的大约25个贡献讲座，以及一个海报会议。预计将有100-150名数学家参加，其中包括相当一部分研究生和博士后以及一些来自非学术机构的科学家。会议结束后不久还将印发会议记录卷。ANTS会议自1994年以来每半年举行一次，是计算数论新研究的首要国际论坛。他们致力于数论的算法方面，包括初等数论，代数数论，解析数论，几何数，算术代数几何，有限域和密码学。作为一个既定的会议系列，ANTS吸引了最高质量的邀请和贡献的讲座，并作为一个论坛，在整个研究界传播新的思想和技术在计算数论领域。贡献的讲座和随后生产的诉讼卷的审查过程提供了文件的质量水平的国际研究杂志在数学所提出的结果。ANTS会议还提供了一个重要的培训功能，通过吸引（部分资金）许多美国的研究生和博士后（部分资金将提供给他们），他们将从接触计算数论的最新工作和展示自己工作的机会中受益。此外，学术界、工业界和政府研究人员之间的互动应证明对各方都有利。

The tenth Algorithmic Number Theory Symposium (ANTS) meeting will be held July 9-13, 2012, at the University of California, San Diego. It will include approximately 5 invited lectures, about 25 contributed lectures chosen through a competitive review process, and a poster session. It is expected that 100-150 mathematicians will attend, including a sizable fraction of graduate students and postdocs and some scientists from nonacademic institutions. There will also be a proceedings volume issued shortly after the conclusion of the meeting. The ANTS meetings, held biannually since 1994, are the premier international forum for new research in computational number theory. They are devoted to algorithmic aspects of number theory, including elementary number theory, algebraic number theory, analytic number theory, geometry of numbers, arithmetic algebraic geometry, finite fields, and cryptography. As an established conference series, ANTS attracts invited and contributed lectures of the highest quality, and serves as a forum for dissemination of new ideas and techniques throughout the research community in the area of computational number theory. The review process for contributed lectures and the subsequent production of a proceedings volume provides documentation of the presented results at the level of quality of an international research journal in mathematics. The ANTS meeting also serves an important training function, by drawing (with partial funding) many US-based graduate students and postdocs (for whom partial funding will be available), who will benefit both from exposure to the latest work in computational number theory and from the opportunity to present their own work. In addition, the interaction between academic, industry, and government researchers should prove mutually beneficial to all sides.