User contributions for Vipul

12 August 2011

• 06:5106:51, 12 August 2011 diff hist +253‎ Ring torus ‎ →‎Related surfaces
• 06:5006:50, 12 August 2011 diff hist +1,091‎ Ring torus ‎No edit summary
• 06:4506:45, 12 August 2011 diff hist +1,467‎ N Ring torus ‎ Created page with "==Definition== The '''ring torus''' is a form of embedding of the torus in three-dimensional Euclidean space. This surface type is ''not'' unique up to isometry or even up to si..."
• 06:3406:34, 12 August 2011 diff hist +12‎ Ellipsoid in three-dimensional Euclidean space ‎No edit summary
• 06:3406:34, 12 August 2011 diff hist +2,519‎ Ellipsoid in three-dimensional Euclidean space ‎No edit summary

6 August 2011

• 02:0302:03, 6 August 2011 diff hist −3‎ Ellipsoid in three-dimensional Euclidean space ‎ →‎Implicit and parametric descriptions
• 02:0102:01, 6 August 2011 diff hist −126‎ Ellipsoid in three-dimensional Euclidean space ‎ →‎Fundamental forms and curvatures
• 02:0002:00, 6 August 2011 diff hist +1,019‎ Ellipsoid in three-dimensional Euclidean space ‎No edit summary
• 01:5401:54, 6 August 2011 diff hist +64‎ Ellipsoid in three-dimensional Euclidean space ‎ →‎Fundamental forms and curvatures
• 01:5301:53, 6 August 2011 diff hist +1,225‎ Ellipsoid in three-dimensional Euclidean space ‎No edit summary
• 01:4201:42, 6 August 2011 diff hist +537‎ Ellipsoid in three-dimensional Euclidean space ‎ →‎Implicit and parametric descriptions
• 01:3901:39, 6 August 2011 diff hist +400‎ Ellipsoid in three-dimensional Euclidean space ‎ →‎Implicit and parametric descriptions
• 01:3701:37, 6 August 2011 diff hist +9‎ Ellipsoid in three-dimensional Euclidean space ‎No edit summary
• 01:3701:37, 6 August 2011 diff hist +1,126‎ N Ellipsoid in three-dimensional Euclidean space ‎ Created page with "==Definition== This surface type is ''not'' unique up to isometry or even up to similarity transformations, but rather, depends upon multiple nonzero parameters <math>a,b,c</mat..."
• 01:1301:13, 6 August 2011 diff hist +60‎ N Ellipsoid ‎ Redirected page to Ellipsoid in three-dimensional Euclidean space current

5 August 2011

• 15:0515:05, 5 August 2011 diff hist +62‎ 2-sphere in Euclidean space ‎ →‎Implicit and parametric descriptions current
• 15:0415:04, 5 August 2011 diff hist +2,183‎ 2-sphere in Euclidean space ‎No edit summary
• 14:5214:52, 5 August 2011 diff hist +449‎ Doubly ruled surface ‎No edit summary current
• 14:5014:50, 5 August 2011 diff hist +43‎ Ruled surface ‎ →‎Examples current
• 14:4914:49, 5 August 2011 diff hist +32‎ Ruled surface ‎ →‎Examples
• 14:4814:48, 5 August 2011 diff hist +2,674‎ Ruled surface ‎No edit summary
• 14:2914:29, 5 August 2011 diff hist +265‎ Template:Surface-in-3D property ‎No edit summary current

29 July 2011

• 23:4323:43, 29 July 2011 diff hist +154‎ N File:2sphere.png ‎ This file was created using [http://mathematica.wolfram.com Wolfram Mathematica 8.0] with the following code: <pre>Graphics3D[Sphere[{0, 0, 0}, 1]]</pre> current
• 23:4123:41, 29 July 2011 diff hist +197‎ N 2-sphere in Euclidean space ‎ Created page with "==Definition== This is the special case of the sphere in Euclidean space where the sphere has dimension 2 and the Euclidean space it is embedded in has dimension 3. [[File:..."
• 23:3023:30, 29 July 2011 diff hist +118‎ Surface of revolution ‎ →‎Examples current
• 23:2423:24, 29 July 2011 diff hist 0‎ Circle in the plane ‎ →‎General definition current
• 23:2423:24, 29 July 2011 diff hist +27‎ Circle in the plane ‎ →‎Definition
• 23:2123:21, 29 July 2011 diff hist +346‎ N File:Circle.png ‎ This file was created using [http://mathematica.wolfram.com Wolfram Mathematica 8] with the following code: <pre>Graphics[{Circle[{0, 0}, 1], PointSize[0.02], Point[{0, 0}], Dashed, Line[{{0, 0}, {1, 0}}], Black, Text["p", {-0.05, -0.05}], Text["(c current
• 23:1423:14, 29 July 2011 diff hist +290‎ N File:Concentriccircles.png ‎ This file was created using [http://mathematica.wolfram.com Wolfram Mathematica 8.0] with the following code: <pre>Graphics[{Circle[{0, 0}, 0.5], Circle[{0, 0}, 1], Circle[{0, 0}, 1.5], Circle[{0, 0}, 2], Circle[{0, 0}, 2.5], Circle[{0, 0}, 3], Poi current
• 23:0623:06, 29 July 2011 diff hist +482‎ N Family of concentric circles ‎ Created page with "==Definition== Consider a Euclidean plane and a point <math>p</math> in the plane. The '''family of concentric circles''' centered at <math>p</math> is the family of all the..." current

24 July 2011

• 22:1322:13, 24 July 2011 diff hist 0‎ Circle in the plane ‎ →‎Families of circles
• 22:1022:10, 24 July 2011 diff hist +218‎ N Circle ‎ Created page with "You might be referring to: * Circle (Riemannian manifold) * Circle in the plane If you're interested in circles from a purely topological perspective, check out [[Topos..." current
• 22:0922:09, 24 July 2011 diff hist +1‎ Holonomy group ‎ →‎Reduction of structure group to holonomy group current
• 22:0822:08, 24 July 2011 diff hist +39‎ N Restricted holonomy group of Riemannian metric ‎ Redirected page to Restricted holonomy group current
• 22:0122:01, 24 July 2011 diff hist +156‎ Flat connection ‎ →‎Definition current
• 14:2314:23, 24 July 2011 diff hist −568‎ MediaWiki:Sidebar ‎No edit summary
• 14:2114:21, 24 July 2011 diff hist −335‎ MediaWiki:Sitenotice ‎ Blanked the page
• 14:2014:20, 24 July 2011 diff hist +18‎ Template:Quotation ‎No edit summary current

25 February 2011

• 21:0921:09, 25 February 2011 diff hist +227‎ Curvature is tensorial ‎ →‎Proof
• 21:0321:03, 25 February 2011 diff hist +77‎ Curvature is tensorial ‎No edit summary
• 21:0121:01, 25 February 2011 diff hist −1‎ Curvature is tensorial ‎ →‎Tensoriality in the first variable
• 21:0021:00, 25 February 2011 diff hist +1,423‎ Curvature is tensorial ‎ →‎Proof
• 20:4520:45, 25 February 2011 diff hist +970‎ Curvature is tensorial ‎No edit summary

18 May 2010

• 14:3714:37, 18 May 2010 diff hist 0‎ Cosmological constant ‎ →‎Definition current

24 July 2009

• 22:2522:25, 24 July 2009 diff hist +3‎ Curvature of direct sum of connections equals direct sum of curvatures ‎No edit summary current
• 22:1922:19, 24 July 2009 diff hist +738‎ N Curvature of direct sum of connections equals direct sum of curvatures ‎ Created page with '==Statement== Suppose <math>E,E'</math> are vector bundles over a differential manifold <math>M</math>. Suppose <math>\nabla,\nabla'</math> are connections on <math>…'
• 22:1522:15, 24 July 2009 diff hist +778‎ N Dual connection to flat connection is flat ‎ Created page with '==Statement== ===Statement in the language of connections=== Suppose <math>M</math> is a differential manifold, <math>E</math> is a vector bundle over <math>M</math>, a…' current
• 22:1322:13, 24 July 2009 diff hist −1‎ Formula for curvature of dual connection ‎ →‎Applications current
• 22:1222:12, 24 July 2009 diff hist +702‎ N Formula for curvature of dual connection ‎ Created page with '==Statement== Suppose <math>M</math> is a differential manifold, <math>E</math> is a vector bundle over <math>M</math>, and <math>\nabla</math> is a [[fact about::connec…'
• 21:5321:53, 24 July 2009 diff hist +142‎ Tensor product of flat connections is flat ‎No edit summary current