학술행사
콜로퀴움
수학자가 된 의대생
등록일자 : 2015-03-10- 발표자 이경용 교수 (KIAS CMC & Wayne State University)
- 기간 2015-03-12 ~ 2015-03-12
- 장소 수학원리응용센터 대형세미나실
NIMS 집중강연(Cluster Algebra)
초록 : We introduce cluster algebras and identify a special but important subclass of cluster algebras. This class contains those from Riemann surfaces with (possibly empty) boundaries and marked points. The remarkable feature of these algebras is that they are equipped with bases having very nice properties.
초록 : We explain an analogue of mirror symmetry for cluster algebras. The bases constructed in the previous lectures play a significant role in this context. We also discuss a conjectured generalization to log Calabi-Yau varieties.
초록 : We introduce cluster algebras and identify a special but important subclass of cluster algebras. This class contains those from Riemann surfaces with (possibly empty) boundaries and marked points. The remarkable feature of these algebras is that they are equipped with bases having very nice properties.
초록 : We explain an analogue of mirror symmetry for cluster algebras. The bases constructed in the previous lectures play a significant role in this context. We also discuss a conjectured generalization to log Calabi-Yau varieties.
NIMS 집중강연(Cluster Algebra)
초록 : We introduce cluster algebras and identify a special but important subclass of cluster algebras. This class contains those from Riemann surfaces with (possibly empty) boundaries and marked points. The remarkable feature of these algebras is that they are equipped with bases having very nice properties.
초록 : We explain an analogue of mirror symmetry for cluster algebras. The bases constructed in the previous lectures play a significant role in this context. We also discuss a conjectured generalization to log Calabi-Yau varieties.
초록 : We introduce cluster algebras and identify a special but important subclass of cluster algebras. This class contains those from Riemann surfaces with (possibly empty) boundaries and marked points. The remarkable feature of these algebras is that they are equipped with bases having very nice properties.
초록 : We explain an analogue of mirror symmetry for cluster algebras. The bases constructed in the previous lectures play a significant role in this context. We also discuss a conjectured generalization to log Calabi-Yau varieties.
3월_NIMS 집중강연 및 콜로퀴움.pdf
