Re: How to solve or approximate a first order differential equation ?
- To: mathgroup at smc.vnet.net
- Subject: [mg123255] Re: How to solve or approximate a first order differential equation ?
- From: Bob Hanlon <hanlonr357 at gmail.com>
- Date: Tue, 29 Nov 2011 07:05:13 -0500 (EST)
- Delivered-to: l-mathgroup@mail-archive0.wolfram.com
data == {{1.1795*10^-12, 0.}, {1.1795*10^-12, 0.000011918}, {1.,
0.0000276853}, {1., 0.000027194}, {1., 0.0000242474}, {1.,
0.0000267025}, {1., 0.0000281765}, {1., 0.0000276853}, {1.,
0.000031607}, {1., 0.0000276853}, {1., 0.000027194}, {2.,
0.0000262109}, {2., 0.0000232628}, {2., 0.0000379602}, {2.,
0.0000355202}, {2., 0.0000311167}, {2., 0.000035031}, {2.,
0.0000306263}, {2., 0.0000374716}, {2., 0.0000360052}, {3.,
0.0000306263}, {3., 0.0000203098}, {3., 0.0000355202}, {3.,
0.0000384486}};
data2 == Mean /@ GatherBy[data, First]
{{1.1795*10^-12, 5.959*10^-6}, {1., 0.0000275753}, {2.,
0.0000325783}, {3., 0.0000312262}}
Bob Hanlon
On Mon, Nov 28, 2011 at 5:53 AM, Dino <dinodeblasio at gmail.com> wrote:
> Hello and thanks for your reply,
>
> I have a list like this(these are the first terms:
> data == {{1.1795*10^-12, 0.}, {1.1795*10^-12, 0.000011918}, {1.,
> 0.0000276853}, {1., 0.000027194}, {1., 0.0000242474}, {1.,
> 0.0000267025}, {1., 0.0000281765}, {1., 0.0000276853}, {1.,
> 0.000031607}, {1., 0.0000276853}, {1., 0.000027194}, {2.,
> 0.0000262109}, {2., 0.0000232628}, {2., 0.0000379602}, {2.,
> 0.0000355202}, {2., 0.0000311167}, {2., 0.000035031}, {2.,
> 0.0000306263}, {2., 0.0000374716}, {2., 0.0000360052}, {3.,
> 0.0000306263}, {3., 0.0000203098}, {3., 0.0000355202}, {3.,
> 0.0000384486}, {3., 0.0000345417}, {3., 0.0000345417}, {3.,
> 0.0000237551}, {3., 0.0000252315}, {3., 0.0000257192}, {4.,
> 0.0000237551}, {4., 0.0000267025}}
>
> and it gives me some errors. Is that possible to keep only a selected
> amount of data, because it would be easier to work with a less amount
> of data.
> Furthermore the first terms {xi, ...} are repeated because there are
> more measures for each second. How to keep only one value for each
> {xi, ...} ?
> In conclusion I would like to keep only for example 50 terms from the
> list of data and make the model work as you showed.
>
> Thanks,