It would really be helpful it the conversion rules, especially the ones
that might effect performance, were stated more clearly. Alternatively, a
debug-mode for the runtime or a separate ahead-of-time tool could be useful.
Given that Julia is a bit of a moving target, I'm sometimes not clear
If anyone is interested, I posted a Gist for polynomial division
at https://gist.github.com/mathpup/8514578. The code using the existing
polynomial module Polynomial.jl.
My code includes a few utility functions and promotion rules. Since the
division process repeatedly applies polynomial
I'm not sure whether people are using canonicalize in the generic sense
or if they mean canonical mappings as defined by the Unicode standard. Just
to be clear, the initial issue raised about U+00B5 MICRO SIGN versus U+03BC
GREEK SMALL LETTER MU would not be fixed by a canonical decomposition.
Make that last link to the FAQ http://www.unicode.org/faq/normalization.html
On Friday, January 17, 2014 11:34:44 PM UTC-6, Marcus Urban wrote:
I'm not sure whether people are using canonicalize in the generic sense
or if they mean canonical mappings as defined by the Unicode standard. Just
I have some concerns about how prefix-style method invocations, as in Java,
would work with the existing structure of Julia. I am not trying to shoot
down anyone's idea. I would just like to point out some issues.
To be clear, the basic idea seems to be implicitly translating calls like
Building the PDF version of the documentation fails for me. Following the
instructions in doc/README.md, make helpdb.jl and make html worked
without error. However, make latexpdf fails with the error
! Package inputenc Error: Unicode char \u8:你 not set up for use with LaTeX.
My LaTeX
Do people using Julia really like underscores that much? I find them
generally unsightly, and I do not plan to use them.
I've noticed that the function div(a::Int, b::Int) results in a very large
amount number of instructions, whereas rem(a::Int, b::Int) produces only a
third as many. Is there an integer division function that emits code more
like rem?
Here are the results:
# First rem()
julia g(a::Int, b::Int)
