Fwd: Thong bao Seminar "Dien Riemann va Dinh ly Torelli"
Le Minh Ha
Department of Mathematics,
University of Natural Sciences,
Vietnam National University,
334 Nguyen Trai Str. Thanh Xuan, Hanoi
Mobile 0989555293
---------- Forwarded message ----------
From: Phung Ho Hai <hai....@uni-due.de>
Date: 2008/12/5
Subject: Thong bao Seminar "Dien Riemann va Dinh ly Torelli"
To: Phung Ho Hai <hai....@uni-due.de>, Ta Thi Hoai An
<tt...@math.ac.vn>, Le Minh Ha <leminh...@gmail.com>, Hung Nguyen
Huy <hung...@yahoo.com>, dung nguyenphuong <phuong...@yahoo.com>,
ducth...@gmail.com, nd...@math.ac.vn, dnd...@math.ac.vn, Doan Trung
Cuong <dtc...@math.ac.vn>, hh...@math.ac.vn, hhk...@math.ac.vn,
Nguyen Viet Dung <viet...@math.ac.vn>, lt...@math.ac.vn, nguyen tu
cuong <ntc...@math.ac.vn>, Ngo Viet Trung <nvt...@math.ac.vn>,
vtk...@math.ac.vn, nvc...@math.ac.vn, Thang Nguyen
<nqt...@math.ac.vn>, tnt...@math.ac.vn, Nguyen Sang
<nguyen...@gmail.com>, hltr...@math.ac.vn,
nguyentron...@yahoo.com, phod...@yahoo.com, ta...@vnu.edu.vn,
ntb...@ctu.edu.vn, newmoo...@yahoo.com, ngotuo...@gmail.com
Cc: Phung Ho Hai <ph...@math.ac.vn>
Thu cac anh chi va cac ban dong nghiep,
trong buoi gap mat dau tien chung ta da thong nhat duoc de tai
cua Seminar trong hoc ky nay la "Dien Riemann va Dinh ly Torelli"
Muc tieu la tim hieu nhung khai niem va tinh chat co ban nhat ve
dien Riemann va dinh ly Torelli ve viec xac dinh mot dien Riemann
compact thong qua da tap Jacobi cua no.
Du kien seminar se dien ra vao chieu thu 4 hang tuan tai phong 303
Vien Toan hoc, tu 14h30 toi 16h00. Chung ta se co 13 bao cao, nhu vay
co the hy vong se ket thuc seminar truoc tet hoac an tet xong se chung
minh not dinh ly Torelli ;-)
Trong file kem theo toi xin gui chuong trinh cu the cua seminar. Nho
moi nguoi forward tiep toi nhung ai quan tam. Chuong trinh se duoc
chia thanh 3 phan, tu de den kho. Vi dieu kien thoi gian nen toi chua
kip chuan bi noi dung cu the cua mot so bao cao cuoi, se xin cap nhat
sau.
Rat mong nhan duoc su huong ung cua moi nguoi bang cach dang ky
lam bao cao tai seminar (xem file chuong trinh kem theo).
Truoc het chung ta can ngay tinh nguyen vien cho 4 bao cao dau.
Buoi seminar dau tien se duoc to chuc vao chieu thu 4 ngay 8 thang 10
(2 tuan nua tinh tu hom nay, de moi nguoi co thoi gian chuan bi).
Tai lieu tham khao cho seminar bao gom cac quyen sach:
[F] Forster, Lectures on Riemann surfaces, www.uni-due.de/~bm0062/torelli/F.djvu
[G-H] Griffiths, Harris: Principles of algebraic geometry
www.uni-due.de/~bm0062/torelli/GH.djvu
[S] Springer, Introduction in to Riemann surfaces
www.uni-due.de/~bm0062/torelli/S.djvu
[A-C-G-H] Arbarello, et. al., Geometry of algebraic curves
www.uni-due.de/~bm0062/torelli/F.djvu
[F-K] Farkas, Kra, Riemann surfaces www.uni-due.de/~bm0062/torelli/FK.djvu
Website cua seminar:
www.uni-due.de/~bm0062/torelli/index.html
Than men,
Phung Ho Hai
toansocap
chuc thay luon manh khoe!
Tuong
On Sep 25, 9:08 pm, "Le Minh Ha" <leminhha....@gmail.com> wrote:
> Dr. Le Minh Ha,
> Department of Mathematics,
> University of Natural Sciences,
> Vietnam National University,
> 334 Nguyen Trai Str. Thanh Xuan, Hanoi
> Mobile 0989555293
>
> ---------- Forwarded message ----------
> From: Phung Ho Hai <hai.ph...@uni-due.de>
> Date: 2008/12/5
> Subject: Thong bao Seminar "Dien Riemann va Dinh ly Torelli"
>
> <tt...@math.ac.vn>, Le Minh Ha <leminhha....@gmail.com>, Hung Nguyen
> Huy <hungp1...@yahoo.com>, dung nguyenphuong <phuongdun...@yahoo.com>,
> ducthai...@gmail.com, nd...@math.ac.vn, dnd...@math.ac.vn, Doan Trung
> Cuong <dtcu...@math.ac.vn>, hh...@math.ac.vn, hhkh...@math.ac.vn,
> Nguyen Viet Dung <vietd...@math.ac.vn>, lt...@math.ac.vn, nguyen tu
> cuong <ntcu...@math.ac.vn>, Ngo Viet Trung <nvtr...@math.ac.vn>,
> vtk...@math.ac.vn, nvc...@math.ac.vn, Thang Nguyen
> <nqth...@math.ac.vn>, tntr...@math.ac.vn, Nguyen Sang
> <nguyensang...@gmail.com>, hltru...@math.ac.vn,
> nguyentrongkhiem2...@yahoo.com, phoduc...@yahoo.com, ta...@vnu.edu.vn,
> ntbt...@ctu.edu.vn, newmoon982...@yahoo.com, ngotuong2...@gmail.com
> 102KViewDownload
Le Minh Ha
Vi mot vai ly do khach quan, thoi gian
cua Seminar se phai chuyen sang chieu thu 5 hang tuan.
Nhu vay buoi dau tien se duoc to chuc vao ngay thu 5, 9 thang 10,
van vao luc 14h30 tai phong 303 Vien Toan hoc.
Het suc xin loi moi nguoi vi thay doi nay va mong su co
mat cua dong dao dong nghiep.
De Xeminar co the thanh cong thi yeu to quan trong nhat
la cac bao cao vien. De nghi moi nguoi xung phong dang ky
lam bao cao.