[Numpy-discussion] Functions for finding the relative extrema of numeric data
ben.root at ou.edu
Tue Sep 13 16:44:03 EDT 2011
On Tue, Sep 13, 2011 at 3:34 PM, Ralf Gommers
<ralf.gommers at googlemail.com>wrote:
> Hi Jacob,
> On Fri, Sep 9, 2011 at 11:57 PM, Jacob Silterra <jsilter at gmail.com> wrote:
>> Hello all,
>> I'd like to see functions for calculating the relative extrema in a set of
>> data included in numpy. I use that functionality frequently, and always seem
>> to be writing my own version. It seems like this functionality would be
>> useful to the community at large, as it's a fairly common operation.
> What is your application?
>> For numeric data (which is presumably noisy), the definition of a relative
>> extrema isn't completely obvious. The implementation I am proposing finds a
>> point in an ndarray along an axis which is larger (or smaller) than it's
>> `order` nearest neighbors (`order` being an optional parameter, default 1).
>> This is likely to find more points than may be desired, which I believe is
>> preferable to the alternative. The output is formatted the same as
>> Code available here: https://github.com/numpy/numpy/pull/154
>> I'm not sure whether this belongs in numpy or scipy, that question is
>> somewhat debatable. More sophisticated peak-finding functions (in N
>> dimensions, as opposed to 1) may also be useful to the community, and those
>> would definitely belong in scipy.
> I have the feeling this belongs in scipy. Although if it's just these two
> functions I'm not sure where exactly to put them. Looking at the
> functionality, this is quite a simple approach. For any data of the type I'm
> usually working with it will not be able to find the right local extrema.
> The same is true for your alternative definition below.
> A more powerful peak detection function would be a very good addition to
> scipy imho (perhaps in scipy.interpolate?). See also
Actually, such an algorithm would be great to partner with the watershed
clustering implementation in ndimage.
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