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Re: NIntegrate a list

  • To: mathgroup at
  • Subject: [mg52986] Re: NIntegrate a list
  • From: Bill Rowe <readnewsciv at>
  • Date: Sat, 18 Dec 2004 04:00:32 -0500 (EST)
  • Sender: owner-wri-mathgroup at

On 12/17/04 at 5:19 AM, aaronfude at (Aaron Fude) wrote:

>I can Integrate this, but apparently not NIntegrate this:

>Integrate[x*Sin[x]*{1, 2}, {theta, -Pi, Pi}]

>but not

>NIntegrate[x*Sin[x]*{1, 2}, {theta, -Pi, Pi}]

>Is there a good way to do this (w/o writing loops)?

Did you mean to write

Integrate[x*Sin[x]*{1, 2}, {x, -Pi, Pi}] instead of what you did write?

Since Integrate returns a symbolic answer, it is reasonable to expect Integrate to work. But NIntegrate is a numerical integration routine. As you wrote it, there is no way for Mathematica to assign a number to x and the numerical integration fails.

There is also a second issue in that NIntegrate does not have the attribute Listable. But this can be addressed using Map, i.e.

NIntegrate[#1, {x, -Pi, Pi}]&/@ (x Sin[x] {1, 2})
{6.283185307179588, 12.566370614359176}
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