[Numpy-discussion] Numpy x Matlab: some synthetic benchmarks
perry at stsci.edu
Wed Jan 18 14:38:01 CST 2006
It's not a new idea. I raised it some time ago and I don't think it was
new then either. I have to believe that if you allowed only Float64
(and perhaps a complex variant) and used other restrictions then it
would be much faster for small arrays. One would think it would be much
easier to implement than Numeric/numarray/numpy... I've always thought
that those looking for really fast small array performance would be
better served by something like this. But you'd really have to fight
off feature creep. ("This almost meets my needs. If it could only do
On Jan 18, 2006, at 5:00 PM, Fernando Perez wrote:
> Travis Oliphant wrote:
>> Andrew Straw wrote:
>>> Here's an idea Fernando and I have briefly talked about off-list,
>>> but which perhaps bears talking about here: Is there speed to be
>>> gained by an alternative, very simple, very optimized ndarray
>>> constructor? The idea would be a special-case constructor with very
>>> limited functionality designed purely for speed. It wouldn't support
>>> (m)any of the fantastic things Travis has done, but would be useful
>>> only in specialized use cases, such as creating indices.
>> The general purpose constructor is
>> I suspect this could be special cased for certain circumstances and
>> the special-case called occasionally. Their are checks on the
>> dimensions that could be avoided in certain circumstances (like when
>> we are getting the dimensions from another arrayobject already...)
>> We could also inline the __array_from_strides code...
>> Besides that, I'm not sure what else to optimize...
> Just to give some context: this came to my mind inspired by Blitz++'s
> TinyVector and TinyMatrix objects. In Blitz, arrays have compile-time
> rank, but run-time size in all dimensions. Since this introduces some
> overhead, Blitz offers also the Tiny* classes, which are compile-time
> fixed _both_ in rank and in size. This allows a number of
> optimizations to be made on them, at the cost of some flexibility
> lost. Some info on these guys:
> What Andrew and I discussed was the idea of writing some object which
> would only support the most basic operations: element-wise arithmetic,
> slicing, linear algebra calls on them (matrix-matrix, matrix-vector
> and vector operations), and little else. I'd be OK losing fancy
> indexing, byteswapping, memory-mapping, reshaping, and anything else
> which costs either:
> 1. initialization-time CPU cycles
> 2. memory footprint
> 3. runtime element access and arithmetic.
> Such objects could be very useful in many contexts. I'd even like an
> immutable version, so they could be used as dictionary keys without
> having to make a tuple out of them. This would allow algorithms which
> use small arrays as multidimensional indices in sparse tree structures
> to be used without the hoops one must jump through today, and with
> higher performance.
> I wonder if giving up reshaping would allow the indexing code to be
> faster, as specialized versions could be hard-coded for each rank,
> with only say ranks 1-4 offered for this kind of object (I know we
> recently had a discussion about large ranks, but this object would be
> geared towards pure performance, and certainly working in 32
> dimensions is a 'flexibility-driven' case, where the generic objects
> are called for).
> Note that I had never mentioned this in public, because I think it may
> be a slight specialization that isn't needed early on, and currently
> the library's priority was to get off the ground. But having such
> objects could be very handy, and now that the C API is starting to
> stabilize, maybe someone can play with this as a side project. Once
> they prove their worth, these beasts could be folded as part of the
> official distribution.
> I am not really qualified to judge whether there are enough areas for
> optimization where the sacrifices indicated could really pay off, both
> in terms of memory and performance.
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