I often write code that deals with geometric coordinates and similar
ordered n-tuples on homogenous bases. Lots of times I face the
situation where I want to write a condition that says, "if these two
regions overlap, then do something," or "if this function is satisfied
over an axis ax+by=c or ov
Apologies if you've already seen this, but I thought perhaps some people
here might find this interesting. I ported a simple type inferencer for the
simply typed lambda calculus from Prolog to Clojure. It's interesting
because it shows how to port Prolog's impure facilities (==, !, var) to
core.log
On May 23, 5:49 am, "Hugo Duncan" wrote:
> On Sun, 22 May 2011 18:09:50 -0400, Jason Wolfe wrote:
> > 1. The usual repl entry point is not used, and so, e.g., (set! *warn-
> > on-reflection* true) fails.
>
> Thanks, I raised an issue to track this
> https://github.com/hugoduncan/swank-clj/is
Oops, ignore the part about extracting the parameter name from the fn
form. I meant to delete that part, I misunderstood your problem at
first.
I say just use functions - you don't need macros here. The
boilerplate of typing "(fn [client] " multiple times is not enough to
justify their use, IMO
On May 27, 1:46 pm, nil wrote:
> I was looking
> athttp://saucelabs.com/blog/index.php/2009/12/running-your-selenium-tes...
> and in the comments, :Scott suggested that a macro could reduce some
> of the boilerplate that you see here:
>
> (def test-google
> {
> :name "google"
> :test (f
I'm not 100% sure but I think Incanter has matrix ops.
Andreas
On 28/05/2011, at 7:15 PM, JuanManuel Gimeno Illa wrote:
> I'm looking for a clojure library to perfomr matrix manipulation a la numpy.
> The best candidate I've found is infer.matrix but I wonder if there is a
> hidden jewel to dis
I'm looking for a clojure library to perfomr matrix manipulation a la numpy.
The best candidate I've found is infer.matrix but I wonder if there is a
hidden jewel to discover.
Anyone has other suggestions?
Thanks,
Juan Manuel
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