Gradient vector: Revision history

8 May 2016

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27 January 2013

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• curprev 04:2204:22, 27 January 2013‎ Vipul talk contribs‎ 9,745 bytes 0‎ →‎Relation with partial derivatives
• curprev 04:2204:22, 27 January 2013‎ Vipul talk contribs‎ 9,745 bytes 0‎ →‎Relation with directional derivatives and partial derivatives
• curprev 04:2004:20, 27 January 2013‎ Vipul talk contribs‎ 9,745 bytes 0‎ →‎Definition as a function
• curprev 04:2004:20, 27 January 2013‎ Vipul talk contribs‎ 9,745 bytes 0‎ →‎Note on why the epsilon-delta definition is necessary

13 May 2012

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12 May 2012

• curprev 16:4616:46, 12 May 2012‎ Vipul talk contribs‎ 9,693 bytes +40‎ →‎Relation with directional derivatives
• curprev 16:3016:30, 12 May 2012‎ Vipul talk contribs‎ 9,653 bytes +777‎ →‎Relation with partial derivatives
• curprev 16:0816:08, 12 May 2012‎ Vipul talk contribs‎ 8,876 bytes +1,437‎ →‎Relation with directional derivatives
• curprev 15:5915:59, 12 May 2012‎ Vipul talk contribs‎ 7,439 bytes +46‎ →‎Relation with directional derivatives and partial derivatives

8 May 2012

• curprev 20:5720:57, 8 May 2012‎ Vipul talk contribs‎ 7,393 bytes +2‎ →‎For a function of multiple variables
• curprev 20:0420:04, 8 May 2012‎ Vipul talk contribs‎ 7,391 bytes +1,871‎ No edit summary

4 May 2012

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• curprev 15:2215:22, 4 May 2012‎ Vipul talk contribs‎ 5,479 bytes +79‎ →‎Relation with directional derivatives and partial derivatives
• curprev 15:2015:20, 4 May 2012‎ Vipul talk contribs‎ 5,400 bytes +78‎ →‎Relation with directional derivatives

22 April 2012

• curprev 04:1604:16, 22 April 2012‎ Vipul talk contribs‎ 5,322 bytes +344‎ No edit summary

21 April 2012

• curprev 17:3317:33, 21 April 2012‎ Vipul talk contribs‎ 4,978 bytes +43‎ →‎Formal epsilon-delta definition

20 April 2012

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13 April 2012

• curprev 18:1718:17, 13 April 2012‎ Vipul talk contribs‎ 416 bytes +416‎ Created page with "==Definition== ===Generic definition=== Suppose <math>f</math> is a function of many variables. We can view <math>f</math> as a function of a ''vector'' variable. The gradie..."