Benjamin Root wrote:
> Brad, I think you are doing it the right way, but I think what is 
> happening is that the reshape() call on the sliced array is forcing a 
> copy to be made first.  The fact that the copy has to be made twice 
> just worsens the issue.  I would save a copy of the reshape result (it 
> is usually a view of the original data, unless a copy is forced), and 
> then perform a min/max call on that with the appropriate axis.
>
> On that note, would it be a bad idea to have a function that returns a 
> min/max tuple?

+1.  More than once I've wanted exactly such a function.

Warren


>   Performing two iterations to gather the min and the max information 
> versus a single iteration to gather both at the same time would be 
> useful.  I should note that there is a numpy.ptp() function that 
> returns the difference between the min and the max, but I don't see 
> anything that returns the actual values.
>
> Ben Root
>
> On Thu, Jun 17, 2010 at 4:50 PM, Brad Buran <bbu...@cns.nyu.edu 
> <mailto:bbu...@cns.nyu.edu>> wrote:
>
>     I have a 1D array with >100k samples that I would like to reduce by
>     computing the min/max of each "chunk" of n samples.  Right now, my
>     code is as follows:
>
>     n = 100
>     offset = array.size % downsample
>     array_min = array[offset:].reshape((-1, n)).min(-1)
>     array_max = array[offset:].reshape((-1, n)).max(-1)
>
>     However, this appears to be running pretty slowly.  The array is data
>     streamed in real-time from external hardware devices and I need to
>     downsample this and compute the min/max for plotting.  I'd like to
>     speed this up so that I can plot updates to the data as quickly as new
>     data comes in.
>
>     Are there recommendations for faster ways to perform the downsampling?
>
>     Thanks,
>     Brad
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