Conference: Women in Commutative Algebra II

该奖项为将于2023年10月16日至20日在意大利特伦托的CIRM（Centro Internazionale per la Ricerca Matematica）举行的“交换代数II中的女性”（WICA II）研讨会的参与者提供支持。交换代数是数学研究中一个非常活跃的领域，与许多其他学科有着根本的联系，并且有一位有影响力的女数学家Emmy Noether作为其创始人之一。该研讨会将在交换代数中对七个不同主题进行研究，14位小组共同负责人提出了研究问题并指导了调查路线。WICA II将扩大约42名与会者的研究组合和合作网络。该研讨会将创造领导机会，并为早期职业数学家提供指导，同时也对那些在家乡机构地理上孤立的人产生积极影响。将在本次会议上进行调查的主题包括莱夫谢茨性质的分级代数，张量分解，Waldschetz常数和复苏，里斯代数的行列式理想，概率模型在交换代数，交换代数方面的舒伯特演算，和自由决议。这些都是当前感兴趣的领域的主题和研讨会将推进交换代数的科学进步，使每一个这些主题。 更多信息可以在研讨会网站www.example.com上找到https://mathstat.dal.ca/~faridi/WICAII.This奖项反映了NSF的法定使命，并被认为值得通过使用基金会的知识价值和更广泛的影响审查标准进行评估来支持。

This award provides support for participants of the "Women in Commutative Algebra II” (WICA II) workshop to be held at CIRM (Centro Internazionale per la Ricerca Matematica) in Trento, Italy, on October 16-20, 2023. Commutative algebra is an extremely vibrant field of mathematical research, with fundamental connections to many other disciplines, and has an influential female mathematician, Emmy Noether, as one of its founders. The workshop will feature research on seven different topics within commutative algebra, with fourteen group co-leaders suggesting problems of study and guiding the lines of inquiry. WICA II will expand the research portfolio and collaborative networks of the approximately forty-two participants in attendance. This workshop will create leadership opportunities and provide mentorship for early-career mathematicians, while also making a positive impact on those who are geographically isolated at their home institutions. The topics to be investigated at this conference include Lefschetz properties of graded algebras, tensor decompositions, Waldschmidt constants and resurgence, Rees algebras of determinantal ideals, probabilistic models in commutative algebra, commutative algebra aspects of Schubert Calculus, and free resolutions. These are themes of current interest in the field and the workshops will advance commutative algebra by making scientific advances on each of these topics. More information can be found at the workshop website https://mathstat.dal.ca/~faridi/WICAII.This award reflects NSF's statutory mission and has been deemed worthy of support through evaluation using the Foundation's intellectual merit and broader impacts review criteria.