Search results

Create the page "Partial derivative" on this wiki! See also the search results found.

• Classes of continuously differentiable functions
  # All [[Partial derivative|partial derivatives]] of {{M|f}} of order {{M|\le k}} exist and # All the partial derivatives are continuous on {{M|U}}
  3 KB (632 words) - 20:32, 16 October 2015
• Notes:Mean value theorem
  * If {{M|f}} has continuous derivative at every point of the interval {{M|[x,x+h]}} then<ref name="APIKM"/>: ...ifferentiable functions|{{M|C^1}} - the class of functions with continuous partial derivatives]]. Let {{M|1=x=(x_1,\ldots,x_n)}} and {{M|1=\bar{x}=(\bar{x_1},
  3 KB (529 words) - 08:07, 4 June 2016
• Notes:Differential (notation)
  ...ing {{M|[d(\cdot)(p)]_{i,j} }} for the {{M|i,j}}^th entry of the derivative at {{M|p}} is very cumbersome and I've seen some authors write: *# {{M|df\vert_p}} - the derivative of {{M|f}} at {{M|p}}
  4 KB (713 words) - 20:55, 20 June 2016
• Total derivative
  ...ivative]] here and go with directional/total/partial terminology, as total/partial are common. As I need to rewrite the current strong page anyway, I've start The linear map, {{M|L}}, is called ''the derivative of {{M|f}} at {{M|a}}'' and {{M|f}} is said to be ''differentiable at'' {{M
  2 KB (313 words) - 01:27, 15 November 2016