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代数幾何学セミナー
過去の記録 ～04/15｜次回の予定｜今後の予定 04/16～
| 開催情報 | 金曜日 13:30～15:00 数理科学研究科棟(駒場) ハイブリッド開催/117号室 |
|---|---|
| 担当者 | 權業 善範、中村 勇哉、田中 公 |
2018年04月09日(月)
15:30-17:00 数理科学研究科棟(駒場) 122号室
今週は月曜日にセミナーを行います。13:30-15:00と15:30-17:00の2講演あります。This week's seminar will be held on Monday and consist of two lectures: 13:30-15:00 and 15:30-17:00.
Luca Rizzi 氏 (Udine)
Adjoint forms on algebraic varieties (English)
今週は月曜日にセミナーを行います。13:30-15:00と15:30-17:00の2講演あります。This week's seminar will be held on Monday and consist of two lectures: 13:30-15:00 and 15:30-17:00.
Luca Rizzi 氏 (Udine)
Adjoint forms on algebraic varieties (English)
[ 講演概要 ]
The so called adjoint theory was introduced by A. Collino and G.P. Pirola in the case of smooth algebraic curves and then generalized by G.P. Pirola and F. Zucconi in the case of smooth algebraic varieties of arbitrary dimension.
The main idea of this theory is to study particular differential forms, called adjoint forms, on an algebraic variety to obtain information on the infinitesimal deformations of the variety itself.
The natural context for the application of this theory is given by Torelli-type problems, in particular infinitesimal Torelli problems.
The so called adjoint theory was introduced by A. Collino and G.P. Pirola in the case of smooth algebraic curves and then generalized by G.P. Pirola and F. Zucconi in the case of smooth algebraic varieties of arbitrary dimension.
The main idea of this theory is to study particular differential forms, called adjoint forms, on an algebraic variety to obtain information on the infinitesimal deformations of the variety itself.
The natural context for the application of this theory is given by Torelli-type problems, in particular infinitesimal Torelli problems.
