From: David D'Andrea Date: 2003-10-29T09:41:28+09:00 Subject: Re: Ruby Download options I haven't installed this myself (I compiled mine) so I can't tell you about zlib, but here's a binary installer of 1.8.0: http://homepage.mac.com/digibren/FileSharing1.html David On Tuesday, October 28, 2003, at 05:36 PM, Albert Chou wrote: > > > OS X will only have a compiler if either the Apple Developer Tools have > been installed (a free but huge download if necessary) or the user has > a > third-party compiler installed (though I doubt you'd want to automate > using one, such as CodeWarrior). Dunno about zlib, I'm not at home on > my Mac. > > Al > > > -----Original Message----- > From: Daniel Carrera [mailto:dcarrera@math.umd.edu] > Sent: Tuesday, October 28, 2003 2:33 PM > To: ruby-talk ML > Subject: Re: Ruby Download options > > Alright, good to know. I have mentioned that on the website. This > brings up another=20 > point: > > Does Mac OS X have zlib? Does the one-click Windows installer provide > zlib? > > I now that OS X comes with Ruby, but it won't be version 1.8.0, > correct? > Does OS X=20 > come with everything needed to compile Ruby? I imagine it does not. > > Cheers, > Daniel. > > On Tue, Oct 28, 2003 at 04:42:21PM -0600, Lyle Johnson wrote: >> Daniel Carrera wrote: >> =20 >>> Q1: Am I right to assume that Ruby 1.8.0 should provide zlib in >>> all=20 >>> platforms? >> =20 >> Well... The 'zlib' extension module depends on the zlib library=20 >> (http://www.gzip.org/zlib) being installed at build time. I think this > >> is pretty much a given on Linux, but probably not so for other flavors > >> of Unix (say, Solaris). For those platforms, one would want to >> first=20 >> download and install the zlib library, *then* configure, build and=20 >> install Ruby 1.8.0. Otherwise the Ruby build will just skip over >> the=20 >> build and installation of the 'zlib' extension module. > > --=20 > Daniel Carrera | OpenPGP KeyID: 9AF77A88 > PhD grad student. |=20 > Mathematics Dept. | "To understand recursion, you must first > UMD, College Park | understand recursion". > >