l********e
发帖数: 3632 | 1 我仔细想了想，还真不知道Differential Geometry到底是研究什么的。
我能想到的就是Differentiable manifold, differentiable maps, tangent bundle,
affine connection, curvature tensor等。再有其他东西就算其他比如Differential
topology or Riemannian geometry之类的研究对象了。
所以上述这些科目的参考书中都会有相应的微分几何的介绍。
比如do Carmo Riemannian geometry中就有不错的介绍。他的特点是书写得很几何化，
不是那么抽象。Burcker 写的Introduction to Differential Topology也可以作为入
门。还有Helgason 的名著Differential Geometry Lie Groups and Symmetric Spaces
中也有介绍。所以单独的微分几何书并不是很有趣，有趣的是当微分几何应用到其他领
域中的时候。
如果偏爱中文，白正国,沈一兵的Riemann几何初步或... 阅读全帖 |
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h***i
发帖数: 427 | 2 【 以下文字转载自 Overseas 讨论区 】
发信人: hotli (死囚), 信区: Overseas
标 题: 谁有电子本Multiple View Geometry in Computer Vision
发信站: BBS 未名空间站 (Thu Apr 5 00:21:53 2007), 站内
发信人: hotli (死囚), 信区: shopping
标 题: 谁有电子本Multiple View Geometry in Computer Vision
发信站: BBS 未名空间站 (Thu Apr 5 00:21:38 2007), 转信
Multiple View Geometry in Computer Vision
by Richard Hartley (Author), Andrew Zisserman (Author)
或告知哪去找电子版？ |
|
L******k
发帖数: 33825 | 3 【 以下文字转载自 Education 讨论区 】
发信人: LXJSmonk (紫色心情的 LXJS NYC_monk), 信区: Education
标 题: Math Encounters: The Geometry of Origami, fro
发信站: BBS 未名空间站 (Sat Jan 29 18:02:58 2011, 美东)
Math Encounters: The Geometry of Origami, from Science to Sculpture |
|
k**********g
发帖数: 989 | 4
CS
Computational Science有很多方向，Geometry仅是其中之一。可以到买买提的
Computation版问（学术学科）。工业应用要结合Mechanical，视觉化要结合Graphics
。GIS用到的Geometry不算高深，用不上。大数据(Data Science)本质就是强化基础技
术Programming Skills，Parallelization，Data analysis，不用专注单一方向。
Generalist vs Specialist。大前提是两种都可以拿PhD。 |
|
T*******x
发帖数: 8565 | 5 Geometry is all
Nov 22nd 2007
From The Economist print edition
A shape could describe the
cosmos and all it contains
ONE of the mysteries of the universe is why it
should speak the language of mathematics.
Numbers and the relationships between them
are, after all, just abstract reasoning. Yet
mathematics has shown itself to be particularly
adept at describing both the contents of the
universe and the forces that act on them. Now
comes a paper which argues that one branch
of the subject—geometry— |
|
h********0
发帖数: 12056 | 6 I used two books for beginners years ago, I found them very useful.
Notes on differential geometry by Hicks, a bit terse, but always to the
points.
Geometry of Manifold by Bishop + Crittenden is an excellent introductory
book, very easy to read. |
|
s******r
发帖数: 5309 | 7 geometry是土地（geo）测量（metry）的意思，字根都是希腊文，古希腊时期达到鼎盛
，所以西文里留下这个希腊词根的词。
Algebra是阿拉伯文，Al相当于阿拉伯文里的冠词。代数在西方是舶来品，所以用阿拉
伯文音。 |
|
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w**d
发帖数: 2334 | 9 几何，or 几何化学? what is the latter?
AOPS has Introduction to Geometry. too advanced for most if not all 3rd
graders - I believe. |
|
p*i
发帖数: 1328 | 10 几何和化学， 10个字
: 几何，or 几何化学? what is the latter?
: AOPS has Introduction to Geometry. too advanced for most if not all
3rd
: graders - I believe.
|
|
h*****m
发帖数: 1034 | 11 二年级做除法，已经很先进了好吧？
wind说的AOPS Introduction to Geometry可能对大部分三年级小朋友太难。
但AOPS还有一个Beast Academy系列，专门给小朋友看的卡通数学书。
里面不止有几何，其它的也有。如果你只想教几何，可能得挑着讲了。 |
|
j*********9
发帖数: 161 | 12 Need reviewers for several conference papers in CAD/CAM, computational
geometry
If interested, please send your background/contact info (CV) to my mitbbs
mail box.Thanks |
|
y*k
发帖数: 5 | 13 请问前辈们：computational geometry和algorithms这个方向的博士就业怎么样？ CS
硕士的话，可能都不错，方向也不是很重要，什么都能做。博士的话，应该和方向比较
有关系，这个方向在美国就业怎么样？ |
|
s**********t
发帖数: 104 | 14 大家觉得计算机research是 virtual reality, HCI 还是 computer graphics (
Computational Geometry) 还是别的方向比较好？
比较好，意思是 赚钱，有科研前景，回国得到重视。 |
|
L******k
发帖数: 33825 | 15 Math Encounters: The Geometry of Origami, from Science to Sculpture |
|
a***o
发帖数: 969 | 16 读hartshorne那本书读的头都晕了
从scheme那张开始就觉得抽象的不得了
觉得这些东西都没啥sense啊
btw，algebraic geometry有什么比较重要的定理和贡献啊 |
|
p****l
发帖数: 2 | 17 anyone interested in arithmetic algebraic geometry? like zeta/L-functions.
can someone explain why the prime 2 is special among all primes? |
|
b*******i
发帖数: 548 | 18 Arithmetic Geometry contains a wide range of different subjects.
在太多情况下，2都会带来分歧，甚至是野蛮分歧，这是数论里最难对付的东西。 |
|
h**********c
发帖数: 4120 | 19 写了一篇小文章，computational geometry方面的，
哪位牛人肯给看看，point to ellipse distance: a binary search approach,
有matlab的code
我老板不是搞这个方向的，这纯属于个人利用假期搞的，忙了一春假。
请牛人看看够不够发篇文章，latex 一共２１页。
如果能发在权威刊物最好，不行发哪个的大学的学报上也行。我现在很需要发文。
节选若干。
愿意帮忙请留言或站内方式联系。 |
|
g****t
发帖数: 31659 | 20 你的方法比牛顿法好？
写了一篇小文章，computational geometry方面的，
哪位牛人肯给看看，point to ellipse distance: a binary search approach,
有matlab的code
我老板不是搞这个方向的，这纯属于个人利用假期搞的，忙了一春假。
请牛人看看够不够发篇文章，latex 一共２１页。
如果能发在权威刊物最好，不行发哪个的大学的学报上也行。我现在很需要发文。
节选若干。
愿意帮忙请留言或站内方式联系。 |
|
c*******d
发帖数: 353 | 21 given . as dot product, and x as cross product, we know that
(axb).(cxd) = (a.c)(b.d) - (a.d)(b.c) (1)
also known as identity of lagrange.
How to use the above formula to prove (axb)xc = (a.c)b - (b.c)a (2)?
I know how to prove (2) with kronecker's identities. But what's the
connection between (1) and (2)?
I don't get this from p.14 in 'Differential Geometry' by Kreyszig.
Also, what's the connection between d2x/dt2 and d2x/ds2? Problem 12.2
contradicts with (12.7')
Thanks, |
|
N***1
发帖数: 698 | 22 For senior math major undergraduate student, please
recommend one or two introduction level book of Differential Geometry.
Thank you ! |
|
l********e
发帖数: 3632 | 23 Shoshichi Kobayashi
和Katsumi Nomizu写过著名的Foundations of Differential Geometry |
|
p*t
发帖数: 1210 | 24 【 以下文字转载自 Mathematics 讨论区,原文如下 】
发信人: pot (1996年+), 信区: Mathematics
标 题: a geometry question
发信站: Unknown Space - 未名空间 (Fri Apr 15 15:16:13 2005) WWW-POST
I have a profile and revolve it 360degrees. What is the the normal curvature
at an arbitrary point P on the surface? The plot is on the link, but cant be
displayed right.thanks. |
|
y****d
发帖数: 432 | 25 【7】【Springer】GTM美国研究生数学书籍全集
LIST：
1 Introduction to Axiomatic Set Theory, Gaisi Takeuti, W. M. Zaring
2 Measure and Category, John C. Oxtoby
3 Topological Vector Spaces, H.H. Schaefer, M.P. Wolff
4 A Course in Homological Algebra, Peter Hilton, Urs Stammbach
5 Categories for the Working Mathematician, Saunders Mac Lane
6 Projective Planes, Hughes, Piper
7 A Course in Arithmetic, Jean-Pierre Serre
8 Axiomatic Set Theory, Gaisi Takeuti, Zaring
9 Introduction to Lie Algebras and Representation The... 阅读全帖 |
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o*********1
发帖数: 2608 | 26 顺便普及下非欧几何。
对空间相对性的思考完全从数学开始的，主要的想法是空间是不是绝对的（或者说是不
是只有一个理想的空间模型：欧几里得空间－－－就是平常说的平直空间）。 这是从
欧几里德第五公设开始的。
结论：
19世纪， Bolyai和Lobachevsky证明了非欧几何的存在。高斯更是理论上提出了曲率和
内蕴几何， 然后由黎曼推广到高维。 这些数学家的工作从哲学层面上说， 我们生活
的空间可能是平直的，也可能是弯曲的。黎曼更是第一个将时间和空间一起考虑的人，
所谓时空。
爱因斯坦是天纵之才， 用黎曼的语言提出了广义相对论。 他的工作的意义应该从
Bolyai的话来理解：
Bolyai ends his work by mentioning that it is not possible to decide through
mathematical reasoning alone if the geometry of the physical universe is
Euclidean or non-Euclidean; this is a task for the physical... 阅读全帖 |
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d****t
发帖数: 26 | 27 Arithmetic
Plane geometry, Solid geometry, Analytic Geometry
Fundamental Algebra
Linear Algebra (matrix theory)
Projective Geometry, Affine Geometry
Differential Geometry, Riemannian Geometry, (Geometric analysis, Complex
Geometry, Differential Projective Geometry)
Real analysis, Complex Analysis, (Elliptic functions theory), Harmonic
Analysis,
Functional Analysis
Ordinary Differential Geometry
Partial Differential Geometry
Integral Equations Theory, Integral Geometry
Abstract Algebra( Group the |
|
G********n
发帖数: 615 | 28 Xiang Tang awarded the 2010 Andre Lichnerowicz Prize
September 2010
About the André Lichnerowicz prize in Poisson geometry
The André Lichnerowicz prize was established in 2008 to be awarded for
notable contributions to Poisson geometry. The prize is to be awarded every
two years at the International Conference on Poisson Geometry in Mathematics
and Physics" to researchers who had completed their doctorates at most
eight years before the year of the Conference.
The prize was named in memory of An... 阅读全帖 |
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s*****V
发帖数: 21731 | 29 https://www.quantamagazine.org/20160628-peter-scholze-arithmetic-geometry-
profile/
2010, a startling rumor filtered through the number theory community and
reached Jared Weinstein. Apparently, some graduate student at the University
of Bonn in Germany had written a paper that redid “Harris-Taylor” — a
288-page book dedicated to a single impenetrable proof in number theory —
in only 37 pages. The 22-year-old student, Peter Scholze, had found a way to
sidestep one of the most complicated parts of... 阅读全帖 |
|
g*****h
发帖数: 15 | 30 Math Learning Ebooks Collection
English | 2011 | PDF | 700MB
130 Math Learning Ebooks Collection,Books List:
Algebra
Abstract Algebra
Algebra Groups
Algebra Challenging Problems
Algebraic groups and Discontinuous Subgroups
Elementary Linear Algebra
Elements of Abstract and Linear Algebra
Feynman Physics Lectures
Lectures on Matricies
Linear Algebra
Math Resource Part I Algebra
Complex Algebra 2001
Fundamental Problems in Algorithmic Algebra
Workbook in Higher Algebra
Basic Math and Algerba
Matri... 阅读全帖 |
|
w****y
发帖数: 2952 | 31 1950 Shiing-shen Chern, Differential Geometry of Fiber Bundles.
1970 Shiing-shen Chern, Differential Geometry: Its Past and Its Future.
1978 Shing-Tung Yau, The Role of Partial Differential Equations in
Differential Geometry.
1983 Wu-chung Hsiang, Geometric Applications of Algebraic K-Theory.
1983 Yum-Tong Siu, Some Recent Developments in Complex Differential Geometry.
2002 Sun-Yung Alice Chang and Paul Chien-Ping Yang, Non-linear Partial
Differential Equations in Conformal Geometry.
2002 Yum-To... 阅读全帖 |
|
n***y
发帖数: 2730 | 32 你自己去查Spherical Geometry！尽他妈瞎逼逼！
"Spherical geometry is not elliptic geometry, but is rather a subset of
elliptic geometry. For example, it shares with that geometry the property
that a line has no parallels through a given point. Contrast this with
Euclidean geometry, in which a line has one parallel through a given point,
and hyperbolic geometry, in which a line has two parallels and an infinite
number of ultraparallels through a given point."
---https://en.wikipedia.org/wiki/Spherical_geometry |
|
x********i
发帖数: 905 | 33 1950 Shiing-shen Chern, Differential Geometry of Fiber Bundles.
1970 Shiing-shen Chern, Differential Geometry: Its Past and Its Future.
1978 Shing-Tung Yau, The Role of Partial Differential Equations in
Differential Geometry.
1983 Wu-chung Hsiang, Geometric Applications of Algebraic K-Theory.
1983 Yum-Tong Siu, Some Recent Developments in Complex Differential Geometry.
2002 Sun-Yung Alice Chang and Paul Chien-Ping Yang, Non-linear Partial
Differential Equations in Conformal Geometry.
2002 Yum-To... 阅读全帖 |
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d*********2
发帖数: 48111 | 34 你觉得一个刷盘子的有必要认识这些人吗？
Mathematics
Peter Lax (1943)[1] fluid dynamics, differential equations; elected 1970
to the United States National Academy of Sciences, 1987 Wolf Prize, 1992
Steele Prize, 2005 Abel Prize, (New York University, emeritus)
Bertram Kostant (1945)[2] Lie groups and representation theory; elected
in 1978 to the United States National Academy of Sciences, (Massachusetts
Institute of Technology).
D. J. Newman (1947)[3] analytic number theory, long-time editor of
problems... 阅读全帖 |
|
c***l
发帖数: 2490 | 35
没觉得牛津大学的GTM丛书比Springer的GTM丛书B格高。PUP出的好的书都是那些鹅毛犹
太人写的。很多书都很薄，很薄。需要功底。
总之看作者不看出版社。看出版社太“那义务（江蛤语）”了。
一般鹅毛犹太人写的数学书都不错。鹅毛犹太人是美国数学学会一个很大的势力，经常
“打压中国人（星宿老仙语）”。
下面是牛津的GTM list
1. Keith Hannabuss: An Introduction to Quantum Theory
2. Reinhold Meise and Dietmar Vogt: Introduction to Functional Analysis
3. James G. Oxley: Matroid Theory
4. N. J. Hitchin, G. B. Segal, and R. S. Ward: Integrable Systems: Twistors,
Loop Groups, and Riemann Surfaces
5. Wulf Rossmann: Lie Groups: An Introduction through Linear... 阅读全帖 |
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a*****g
发帖数: 19398 | 36 Lessons in math don't have to be so boring. Physicist Frank Wilczek on logic
puzzles, games of chance and other ways to entice students
By Frank Wilczek
[Dr. Wilczek, winner of the 2004 Nobel Prize in physics, is a professor at
the Massachusetts Institute of Technology and the author of "A Beautiful
Question: Finding Nature's Deep Design."]
You might not expect to find challenging mathematics on supermarket magazine
stands, but it is there in abundance. New collections of cerebral puzzles
are al... 阅读全帖 |
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t******l
发帖数: 10908 | 37 确实这书的起点就是 Algebra / AMC10 level。。。再基础的东西涉及不多。
不过另一方面，pre-AMC10 的基础的东西的网站资料资源现在都比较丰富，学校教育
一般都涉及，一般不太是个问题就是了。。。而且基础的东西在做题中学习也是一种
办法。
当然我觉得这本书如果有缺的话，我觉得可能缺了一章比如 “connection between
euclidean geometry, analytic geometry, and algebra, and kinematics”
。。。因为我觉得对很多 spatial thinking 的 kids，建立这三者的概念联系还是
很重要很基础的。。。我在教娃酱油 analytic geometry 基础概念的时候，后来发现
需要建立好酱油 euclidean geometry 的基础概念（相似三角形，平行公理，垂直概念
（第四公理）等等等等），这样才能理解好比如酱油 analytic geometry 里的
equation of line / equation of circle / parallel / tangent 的概念。... 阅读全帖 |
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Q*T
发帖数: 263 | 38 Interesting.
Here is an article from "Not Even Wrong":
Dirac’s Hidden Geometry
Posted on September 24, 2005 by woit
There’s an interesting article by Graham Farmelo in last week’s Nature,
entitled Dirac’s Hidden Geometry. Most people think of Dirac as a brilliant
algebraist, but he himself claimed that his motivations and way of thinking
were much more geometrical than algebraic. Farmelo’s article contains an
amusing account of how Roger Penrose tried to get Dirac to explain how
projective geome... 阅读全帖 |
|
发帖数: 1 | 39 QUANTUM SPACE ELEMENTS (QSE)
INTRODUCTION
This is a non-mathematical proposal introducing a cosmological model that is
cyclic, deterministic and infinity-free. For the purpose of achieving this
objective a number of new concepts are introduced. The framework of this
proposal is structured over a number of assumptions, leading to various
considerations of cosmological concerns. Furthermore, verification methods
are suggested of both, observational and mathematical nature.
ASSUMPTIONS
Space is dis... 阅读全帖 |
|
w*********g
发帖数: 30882 | 40 Un-White America: Will Blacks and Hispanics lead the USA to ruin
http://www.theburningplatform.com/?p=40398
I think ol’ Fred may be on to something here. Does that make me a racist?
========================
I begin to weary of the endless denunciations of “white privilege;” the
calls to end the dominance of malignant white men; the law suits to abolish
all tests on which white men excel, meaning almost any test of mental
ability; to make universities and police forces and advanced-placement
clas... 阅读全帖 |
|
S**********b
发帖数: 3142 | 41 I only have 67 books in total.
Mathematics for Junior High School Volume 1;
Mathematics for Junior High School Volume 2;
Intermediate Mathematics (part 1, 2);
First Course in Algebra (part 1);
First Course in Algebra (part 2);
Geometry (part 1);
Geometry (part 2);
Math for Elementary School (Book K);
Math for Elementary School (Book 1);
Math for Elementary School (Book 2);
Math for Elementary School (Book 3);
Math for Elementary School Grade 5;
Math for Elementary School Grade 6;
Introduction to... 阅读全帖 |
|
t*******r
发帖数: 22634 | 42 你没有理解俺的意思。。。俺并不反对 “基本初中欧氏平几题” ，因为那是
解析几何的基础。。。俺是认为那些看起来很“灵巧”的“钻牛角尖初中欧氏
平几难题”，对于大多数娃，没有必要。。。应该尽早上解析几何。。。
而且这个讨论线程里，你也看到了，analytic geometry + transformation
geometry 的思想（比如 congruence 啥的），作为相对完备系统，可以
“反映射” 回初中欧氏平几。。。也就是刷个小时数的问题。。。但是如果
钻在基于尺规作图欧氏平几不完备系统的 tricks 里面，这一辈子可能都
看不到一个不完备系统和一个完备系统之间的关系。。。
从这个角度说，我觉得娃还是应该学完初中欧氏平几的基本思想以后，早早
就应该上 analytic geometry 和 transformation geometry。。。
把欧氏平几 tricky 难题就作为兴趣玩玩，不应该作为数学的主攻方向
。。。然后到将来再看，如果走理论数学道路（或者参加竞赛）的，可以
到那是再刷 AIME/IMO 类型的平几题。。。如果不走理论数学道路或者
竞赛，那也就无所谓了。。... 阅读全帖 |
|
t*******r
发帖数: 22634 | 43 你没有理解俺的意思。。。俺并不反对 “基本初中欧氏平几题” ，因为那是
解析几何的基础。。。俺是认为那些看起来很“灵巧”的“钻牛角尖初中欧氏
平几难题”，对于大多数娃，没有必要。。。应该尽早上解析几何。。。
而且这个讨论线程里，你也看到了，analytic geometry + transformation
geometry 的思想（比如 congruence 啥的），作为相对完备系统，可以
“反映射” 回初中欧氏平几。。。也就是刷个小时数的问题。。。但是如果
钻在基于尺规作图欧氏平几不完备系统的 tricks 里面，这一辈子可能都
看不到一个不完备系统和一个完备系统之间的关系。。。
从这个角度说，我觉得娃还是应该学完初中欧氏平几的基本思想以后，早早
就应该上 analytic geometry 和 transformation geometry。。。
把欧氏平几 tricky 难题就作为兴趣玩玩，不应该作为数学的主攻方向
。。。然后到将来再看，如果走理论数学道路（或者参加竞赛）的，可以
到那是再刷 AIME/IMO 类型的平几题。。。如果不走理论数学道路或者
竞赛，那也就无所谓了。。... 阅读全帖 |
|
s**u
发帖数: 9035 | 44 发信人: matrice (matrice), 信区: Physics
标 题: 拙作“杨振宁先生与复旦大学物理系教师的座谈”zz
发信站: BBS 未名空间站 (Mon Aug 22 22:23:35 2011, 美东)
http://blog.sciencenet.cn/home.php?mod=space&uid=4395&do=blog&i
拙作“杨振宁先生与复旦大学物理系教师的座谈”
已有 302 次阅读 2011-8-22 13:24 |个人分类:生活点滴|系统分类:科研笔记|关键词:
复旦大学 杨振宁 杂志发表 物理系 文章
最近在物理杂志发表的“杨振宁先生与复旦大学物理系教师的座谈”是以本人为作者的
文章。它基于杨先生与复旦大学物理系教师的对话。将它转变为一篇文章是一个创作过
程。每一个词、每一个标点都倾注了我们的心血。由于不必细说的种种方面，本文的成
文花费了我们大量的精力。本人学习研读过杨先生很多著作，与杨先生交往多年，也对
物理学史有所熟悉，但为在本文中保持和传达杨先生的风格仍然付出了大量心血。希望
本文能很好地表达杨先生的风格。
我们也很感谢物理杂志的合作。
... 阅读全帖 |
|
v*********n
发帖数: 573 | 45 http://www1.bbsland.com/education/messages/240997.html
有人分析了田的工作，看来这厮是惯犯:)
yautian's comments on Tian's work are fair, but here are some more
information about these works:
The n=2 case of the KE metric of positive first Chern class was developed
from Tian's thesis by using a trick first found by Siu. Siu gave lectures at
Columbia and other occasions and Tian was in the audience. After that Tian
wrote up a
paper which became part of his thesis. Siu was very angry, and said that
Tian
had moral pr... 阅读全帖 |
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x********i
发帖数: 905 | 46 http://arxiv.org/abs/1509.05576
The Riemann hypothesis is, and will hopefully remain for a long time, a
great motivation to uncover and explore new parts of the mathematical world.
After reviewing its impact on the development of algebraic geometry we
discuss three strategies, working concretely at the level of the explicit
formulas. The first strategy is "analytic" and is based on Riemannian spaces
and Selberg's work on the trace formula and its comparison with the
explicit formulas. The second... 阅读全帖 |
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发帖数: 1 | 47 Boris Nikolaevich Delaunay or Delone (Russian: Бори́с Никола
́евич Делоне́; March 15, 1890 – July 17, 1980) was one
of the first Russian mountain climbers and a Soviet/Russian mathematician,
and the father of physicist Nikolai Borisovich Delone.
The spelling Delone is a straightforward transliteration from Cyrillic he
often used in recent publications, while Delaunay is the French version he
used in the early French and German publications.
Boris Delone got his surname from his an... 阅读全帖 |
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发帖数: 1 | 48 Peter Scholze, arithmetic algebraic geometry : likelihood 80%
Maryna Viazovska, analytic number theory and discrete geometry : likelihood
60%
Simon Brendle, differential geometry and geometric analysis: likelihood 40%
Alessio Figalli, partial differential equations and calculus of variations :
likelihood 40%
Gregory Miermont, probability and stochastic geometry : likelihood 40%
Akshay Venkatesh, number theory and automorphic forms : likelihood 40%
Ciprian Manolescu, low-dimensional topology and ... 阅读全帖 |
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x********i
发帖数: 905 | 49 Peter Scholze, arithmetic algebraic geometry : likelihood 80%
Maryna Viazovska, analytic number theory and discrete geometry : likelihood
60%
Simon Brendle, differential geometry and geometric analysis: likelihood 40%
Alessio Figalli, partial differential equations and calculus of variations :
likelihood 40%
Gregory Miermont, probability and stochastic geometry : likelihood 40%
Akshay Venkatesh, number theory and automorphic forms : likelihood 40%
Ciprian Manolescu, low-dimensional topology and ... 阅读全帖 |
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m*****e
发帖数: 1506 | 50 http://blog.sciencenet.cn/home.php?mod=space&uid=4395&do=blog&i
拙作“杨振宁先生与复旦大学物理系教师的座谈”
已有 302 次阅读 2011-8-22 13:24 |个人分类:生活点滴|系统分类:科研笔记|关键词:
复旦大学 杨振宁 杂志发表 物理系 文章
最近在物理杂志发表的“杨振宁先生与复旦大学物理系教师的座谈”是以本人为作者的
文章。它基于杨先生与复旦大学物理系教师的对话。将它转变为一篇文章是一个创作过
程。每一个词、每一个标点都倾注了我们的心血。由于不必细说的种种方面，本文的成
文花费了我们大量的精力。本人学习研读过杨先生很多著作，与杨先生交往多年，也对
物理学史有所熟悉，但为在本文中保持和传达杨先生的风格仍然付出了大量心血。希望
本文能很好地表达杨先生的风格。
我们也很感谢物理杂志的合作。
施郁 （复旦大学物理系教授）
2011.8.22.
附原文如下。这里是html文件的唯一源，转载请注明。
【发表为：施郁，戴越，《物理》8卷（2011年）8期，491-499，特约专稿。本文是学
术文章，使用本文时请注意引用规... 阅读全帖 |
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