文档介绍：arXiv: [] 9 Dec 2008
iy uy1–0 2008. 14–20, July sity,
fayhn,i hs oe soiia,ecp ehp h s the perhaps l view. Very except of original, point biases. is the own and notes my topics these reflect in cu covered anything, of Topics if spaces considered. moduli are to nu — approaches and a algebro-geometric, four constructions topological, All analytic, plex that explicit. is and curves cur tary T elliptic of with curves. spaces elliptic working of moduli of example of the through study varieties the Universitabelian in Zhejiang important at constructions given curves elliptic 2008. of space moduli
oe nld ealdepsto fobfls hc sm is which orbifolds, of exposition detailed a include notes
.TeOrbifold The 4.
.re n h nvra Curve Universal the and Curves Cubic 5.
pedxB nrdcint tcs76 t on lectures of version 68 expanded an are notes informal These Stacks to Introduction References Surfaces Riemann on B. Background Appendix A. Remarks Appendix Concluding of Topology Algebraic 8. The 7.
upre npr ygatDS0095fo h ainlSci National the from DMS-0706955 grant 1 by part in Supported Date
aymdl pcsaeueul eadda riod rsta or orbifolds as regarded usefully are spaces moduli Many
.Fmle fElpi uvsadteUieslCre11 3 Curve Universal the Orbifold and The Problem Curves Moduli Elliptic the of 3. and Families Curves Elliptic to 2. Introduction 1.
.TePcr rusof Groups Picard The 6.
emtyo ecmulrsae n ouisae fcurves of spaces moduli and Teichm¨uller spaces of Geometry
ETRSO OUISAE FELLIPTIC OF SPACES MODULI ON LECTURES
1
eebr9 2008. 9, December :
hi oli oitoueadmtvt ai ocpsand concepts basic motivate and introduce to is goal Their
M
M
1
1
,
,
1
1
n oua om 28 Forms Modular and
IHR HAIN RICHARD
M
Contents
CURVES
1
,
1
M
1
and
1
,
1
M
1
,
1
→ E
M
1
hjagUniver- Zhejiang ,
,
1
brtheoretic mber
neFoundation. ence
eadvantage he
tvtdby otivated
eelemen- re
lcinof election
nJuly, in y
cks