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My name is Victoria from Romania (EUROPE) and i want that someone could translate MY LIFE, AS A VICTORY. 6k33 gold badges1212 silver badges5252 bronze badges 1 vote 0answers 31 views Euler class via Thom class and via differential forms What is the relation. (And some Gauss Bonnet) I am currently reading the book Characteristic classes by Milnor and Stasheff. In chapter 9 they define the euler class of an oriented vector bundle using the Thom isomorphism theorem. ckel 1,44733 silver badges1313 bronze badges 1 vote 0answers 27 views Showing $f$ to be an isomorphism between hyperboloid and unit ball models of the hyperbolic plane Let $\mathbb{W^2} \{x \in douglas stuffed animals \mathbb{R^3} \mid q(x,x) 1, x_3 0\}$ where $q(x,y) x_1y_1 + x_2y_2 x_3y_3$ and $\mathbb{B^2} \{x \in \mathbb{R^3} \mid x_3 0, x_1^2 + x_2^2 1\}$.

O'Conner and Stewart Kellerman offer a further vindication of gotten: "A Brit will tell you that ‘. Then it becomes:Ù…Ù„ÙƒØªØ§ÙŠÙŽ Ù…ÙØ±ÙŽÙ†Ù'Ø¯ÙŽØ© ÙˆØ¯ÙŽÙ†Ù'ÙŠÙŽÙ„The first word (remember parrot mambo to read from right to left. ) makes use of the dual, which is like singular or plural in English but always means "two of something", in this case angels. This dual stuff is not usually done in day to day language but is often used in literature, poetry, etc. Reply Jaren Rehbein October 26, 2015 at 9:55 pm Not sure if it's been mentioned, but the one that's supposed to say ‘.

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Moundio 111 bronze badge 1 vote 0answers 18 views Smooth function with two variables that depends only on the distance of two variables Let $M$ be a Riemannian manifold and $$f:M\times M \to \mathbb R$$ be a smooth function such that $f(x,y)$ only depends on the toy story hot wheels distance of $x,y$ in terms of the Riemannian metric $d$. thank you so much Reply adina July 30, 2014 at 8:58 am hello, can someone translate "blissful serenity" in arabic. real analysis riemannian geometry smooth manifolds smooth functions asked Nov 16 at 22:22 No One 4,58111 gold badge66 silver badges2222 bronze badges 6 votes 1answer 50 views What can I do with Gauss Bonnet Theorem ( Undergraduate Project ) I have selected Gauss Bonnet Theorem as my undergraduate project topic ( suggested by the lecturer ). thank you so much :D Reply ABDUL August 8, 2014 at 9:44 am I desperately want to get a tattoo in arabic that says "strengthen me" but i am getting all these different answers and so worried. differential geometry riemannian geometry asked Nov 16 at 5:04 Ling Min Hao 81044 silver badges1111 bronze badges 4 votes 0answers 46 views On the convergence of metric spaces Suppose $(X_n,d_n) \rightarrow (X_{\infty}, d_{\infty})$ in the Gromov Hausdorff sense.

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