[Python-talk] Generator Question
bruce.labitt at autoliv.com
bruce.labitt at autoliv.com
Fri Aug 14 17:19:16 EDT 2009
kent3737 at gmail.com wrote on 08/13/2009 12:42:04 PM:
> On Thu, Aug 13, 2009 at 11:58 AM, <bruce.labitt at autoliv.com> wrote:
> > Will the group of generators cascade the
> > same?
>
> Yes, all that is changing is the source of the first generator (from a
> generator function instead of a generator expression).
>
> > Say we use the previous example. Something like this, or would I need
to
> > do something different?
> >
> > seeds = [ <some sequence that defines the arrays to be created> ]
> > score = 0
> > while score < threshold:
> > #arrays = (make_array(seed) for seed in seeds)
> > arrays = make_array(seed) # instead of line above
> > fft_results = (compute_fft(array) for array in arrays)
> > powers = (compute_power(result) for result in fft_results)
> > score, seeds = optimize(powers)
>
> Right.
>
> > This is really powerful stuff...
>
> Yes :-)
>
> Kent
Question about the last stage, what I would call the consumer of the
generator data.
I have written make_array, compute_fft, and compute_power. Instead of
using the
routine optimize (which I have not written yet), I want to test what I
have.
I am trying to write a function called max_power.
The output of the function is the element by element column maximum of the
arrays in powers.
Consider the following as a matrix
[ 0 1 2 3 4]
[ 5 6 7 8 9]
[10 0 1 9 7]
10 6 7 9 9 <== column max
There is a numpy function called maximum
It returns an array c whose ith element is the maximum of (ai, bi)
c = maximum( a, b ), ci = max(ai, bi) for i in c
The output of max_power should be one array that is the column maximum of
the matrix
[ powers row 0 ] first iteration of generator
[ powers row 1 ] 2nd
.
.
.
[ powers row last ] last
So I want max_power to consume all of the data from the previous stages
and only return
a single row which is the column by column maximum.
Now there really isn't a real matrix here, just a series of arrays (or
rows) that are output
by the previous generator.
I feel like I am really close here, but this conceptual part is holding me
back.
Any suggestions?
Thanks!
Bruce
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