t******a
发帖数: 140 | 1 田刚没动用职权把这篇给拒了？
http://annals.math.princeton.edu/articles/8339
Calabi flow, geodesic rays and uniqueness of constant scalar curvature K&#
228;hler metrics
From to appear in forthcoming issues by Xiuxiong Chen, Song Sun
Abstract
We prove that constant scalar curvature Kähler metric “adjacent” to a
fixed Kähler class is unique up to isomorphism. The proof is based on
the study of a fourth order evolution equation, namely, the Calabi flow,
from a new geometric perspective, and on the geometry of the space of Kä
;hler metrics.
DOI
MR
Zbl
Milestones
Received: 12 April 2010
Revised: 22 June 2013
Accepted: 4 November 2013
Authors
Xiuxiong Chen
Stony Brook University, Stony Brook, NY 11794, USA and University of Science
and Technology, P.R.C.
Song Sun
Stony Brook University, Stony Brook, NY 11794, USA | y**********0
发帖数: 521 | 2 那时田刚跟陈秀雄还没闹僵吧。田连多年好朋友的工作也抄，的确是太不厚道了。
a
on
228;
【在 t******a 的大作中提到】
: 田刚没动用职权把这篇给拒了？
: http://annals.math.princeton.edu/articles/8339
: Calabi flow, geodesic rays and uniqueness of constant scalar curvature K&#
: 228;hler metrics
: From to appear in forthcoming issues by Xiuxiong Chen, Song Sun
: Abstract
: We prove that constant scalar curvature Kähler metric “adjacent” to a
: fixed Kähler class is unique up to isomorphism. The proof is based on
: the study of a fourth order evolution equation, namely, the Calabi flow,
: from a new geometric perspective, and on the geometry of the space of Kä
| r******k
发帖数: 97 | 3 如果每个report都很强的话，没理由据啊。
a
on
228;
【在 t******a 的大作中提到】
: 田刚没动用职权把这篇给拒了？
: http://annals.math.princeton.edu/articles/8339
: Calabi flow, geodesic rays and uniqueness of constant scalar curvature K&#
: 228;hler metrics
: From to appear in forthcoming issues by Xiuxiong Chen, Song Sun
: Abstract
: We prove that constant scalar curvature Kähler metric “adjacent” to a
: fixed Kähler class is unique up to isomorphism. The proof is based on
: the study of a fourth order evolution equation, namely, the Calabi flow,
: from a new geometric perspective, and on the geometry of the space of Kä
| y**********0
发帖数: 521 | 4 但可以穿小鞋，让补证明，延迟发表之类的。学术圈这种恶心事儿多了。
【在 r******k 的大作中提到】
: 如果每个report都很强的话，没理由据啊。
:
: a
: on
: 228;
| r******k
发帖数: 97 | 5 没错有很多都是靠关系户发高档杂志的。
【在 y**********0 的大作中提到】
: 但可以穿小鞋，让补证明，延迟发表之类的。学术圈这种恶心事儿多了。
| L*******n
发帖数: 3169 | 6 這篇文章好像發生了比你說的更搞笑的事情。。。
【在 y**********0 的大作中提到】
: 但可以穿小鞋，让补证明，延迟发表之类的。学术圈这种恶心事儿多了。
| c**********r
发帖数: 944 | 7 我猜你会出来……
【在 L*******n 的大作中提到】
: 這篇文章好像發生了比你說的更搞笑的事情。。。
| a***e
发帖数: 27968 | 8 这个3年审稿有点狠
a
on
auml;
【在 t******a 的大作中提到】
: 田刚没动用职权把这篇给拒了？
: http://annals.math.princeton.edu/articles/8339
: Calabi flow, geodesic rays and uniqueness of constant scalar curvature K&#
: 228;hler metrics
: From to appear in forthcoming issues by Xiuxiong Chen, Song Sun
: Abstract
: We prove that constant scalar curvature Kähler metric “adjacent” to a
: fixed Kähler class is unique up to isomorphism. The proof is based on
: the study of a fourth order evolution equation, namely, the Calabi flow,
: from a new geometric perspective, and on the geometry of the space of Kä
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