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AG from the Beginning | Rigorous Trivialities
https://rigtriv.wordpress.com/ag-from-the-beginning
AG from the Beginning. AG from the Beginning. Here’s an index of all of the AG from the Beginning articles. I reordered a little bit for coherent topics, and don’t THINK that I screwed up any dependencies (ie, anything should be understood in terms of things higher up on the page than it), but if I did, let me know and I’ll fix it. Some Commutative Algebra and a bit of Geometry. Varieties over other Fields. Gradings on Rings and Modules. Grassmannians and Flag Varieties. Tangent Spaces and Singular Points.
The Mapping Class Group | Rigorous Trivialities
https://rigtriv.wordpress.com/2015/01/14/the-mapping-class-group
AG from the Beginning. Mapping Class Group Elements →. The Mapping Class Group. January 14, 2015. Last time, we touched on the mapping class group, so now, we’re going to dig in. Now, we’re not going to dig too deeply, there’s a LOT here (see the wonderful book. By Farb and Margalit for a hint at what’s there) and for now, my primary reference is Minsky’s set of lectures from the PCMI summer institute in 2011 on moduli of Riemann surfaces. We will denote this group equivalently by. Is the genus of. If we...
MaBloWriMo | Rigorous Trivialities
https://rigtriv.wordpress.com/mablowrimo
AG from the Beginning. Here’s a list of blogs (that I’m aware of, comment if I missed you! Who are participating in MaBloWriMo. Charles Siegel, here at Rigorous Trivialities. Akhil Mathew at Delta Epsilons. Qiaochu Yuan at Annoying Precision. Harrison Brown at Portrait of the Mathematician. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Email (Address never made public). You are commenting using your WordPress.com account. ( Log Out. Dung Hoan...
Charles Siegel | Rigorous Trivialities
https://rigtriv.wordpress.com/author/charlessiegel
AG from the Beginning. Author Archives: Charles Siegel. Charles Siegel is currently a postdoc at Kavli IPMU in Japan. He works on the geometry of the moduli space of curves. February 16, 2015. Ok, time to get back to Riemann surfaces! We’ve been all about hyperbolic surfaces, and so first let’s compare the two of them: every oriented hyperbolic surface is a Riemann surface, and the conformal class of a complex structure contains … Continue reading →. February 8, 2015. Mapping Class Group Elements. Welcom...
Quadratic Differentials | Rigorous Trivialities
https://rigtriv.wordpress.com/2015/02/08/quadratic-differentials
AG from the Beginning. Mapping Class Group Elements. Quasiconformal Maps →. February 8, 2015. So we start with a definition, as we so often do:. Is a section of. The tensor square of the holomorphic cotangent bundle. It can be written locally as. These, in some sense, generalize holomorphic differentials (also called abelian, due to Abel’s study of their integrals) because the square of holomorphic differentials are quadratic differentials (in fact, this route leads us to the Veronese map. Then, away from.
Rigorous Trivialities | Page 2
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AG from the Beginning. Newer posts →. New Series: Moduli of Riemann Surfaces. November 20, 2014. Though I’m not quite ready to start (next week! Continue reading →. The torsion on CM elliptic curves over prime degree number fields. November 7, 2014. It’s good to be back! This weekend I’m going to Paris to give a talk in the London-Paris Number Theory seminar. So I’m going to give a preview of that talk, based on joint work with Pete Clark. We will post this onto the arxiv soon. Continue reading →. Claimi...
Mapping Class Group Elements | Rigorous Trivialities
https://rigtriv.wordpress.com/2015/01/19/mapping-class-group-elements
AG from the Beginning. The Mapping Class Group. Quadratic Differentials →. Mapping Class Group Elements. January 19, 2015. Let’s get into the mapping class group and talk a bit about its elements and its structure. I’m going to omit proofs, because I can’t beat Minsky’s exposition, and this is just some flavor and definitions, most of which won’t be coming up too much in the future. Is a map that fixes the surface outside of an annulus on the annulus lifts to. Is the class being twisted and. Unfortunatel...
Suggestions and Requests | Rigorous Trivialities
https://rigtriv.wordpress.com/suggestions-and-requests
AG from the Beginning. Here is a place to post suggestions, topic requests, and in particular, papers (old or new) that fit the general feel of the blog (whatever that is) and would be good topics for discussion. We’ll see how this goes. August 21, 2008 at 2:04 pm. April 12, 2009 at 11:55 am. April 12, 2009 at 12:10 pm. April 12, 2009 at 1:57 pm. Thank you so much for your help. I hope you find the time soon. I’ll be waiting for it. April 12, 2009 at 4:54 pm. May 17, 2009 at 9:33 am. Also, after how many...
Fenchel-Nielsen Coordinates | Rigorous Trivialities
https://rigtriv.wordpress.com/2015/01/05/fenchel-nielsen-coordinates
AG from the Beginning. The Mapping Class Group →. January 5, 2015. Welcome back, and hope all you readers had a good 2014 and particularly good holidays and new year’s celebrations, if you do those things. Today, we’re going to keep on the road to producing the moduli space of curves, by nailing down some more hyperbolic geometry. Secretly knowing the answer to what the dimension of the moduli space is (over the reals, it’s. For any triple of positive numbers. However, we don’t want to try to direc...
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日曜日, 7月 10, 2011. は、似ていないにも関わらずGrace Kellyをどことなく彷彿とさせる瞬間がある。演出側が意図的に、衣装や立ち居振る舞いでGrace Kellyを意識しているのは感じるのだが、彼女にはそれ以上の何か魅力的なところがある。今や人気女優となった彼女は、" Unknown. や" X-MEN First Class. Written by Joe Okubo. 日曜日, 9月 12, 2010. 12302;ヤングスーパーマン』『ミス・マープル』等への出演で知られる、英国人モデル兼女優の Kelly Brook. 12290;ReebokのReetoneの広告で、大胆なオールヌードの巨大看板として登場。 Written by Joe Okubo. 木曜日, 2月 12, 2009. 女子シングルス上位ランキングの強豪テニスプレーヤー、 Daniela Hantuchova. 女子ダブルスでは杉山愛のパートナー)は、美女としても知られ、以前からモデル活動をしているが、満を持して Sports Illustratedのグラビア. Written by Joe Okubo.
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An online resource of reportage detailing the Apollo missions and moon landings from a British perspective - under development. My science blog - space, particle physics and other science related stuff.
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Gyre, Gimble and Wabe, Inc. Were you at Ken and Judy's wedding. Do you have pictures from a digital camera? Ken and Judy are relying on their guests to share pictures instead of having a photographer getting in the way and pushing people into fake poses. Upload as many pictures as you can. Even "bad" pictures may include someone that nobody else caught on film. Its nice to have at least one picture of everyone there. OK, are you ready to upload? 4 Find your picture files and select them all. You can do t...
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Gyre Harvest is engineering a clean up of the world ocean by realizing the blessings of the oceans gyres, and focused on inexpensive and efficient technologies which propel themselves using the filtration process while protecting sea life. A moment in time, but not the final moment! On May 23, 2014. Tagged: beach clean up. Have a wonderful day, and enjoy! I need an Oprah! On May 17, 2014. Oprah is such a wonderful example of the new culture, and the new energy of cooperation, maybe todays Oprah, will be ...
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