gmp

The best cross platform (portable) arbitrary precision math library [closed]

由 若如初见. 提交于 2019-11-26 12:48:51
I'm looking for a good arbitrary precision math library in C or C++. Could you please give me some advices / suggestions? The primary requirements: It MUST handle arbitrarily big integers (my primary interest is on integers). In case that you don't know what the word arbitrarily big means, imagine something like 100000! (the factorial of 100000). The precision MUST NOT NEED to be specified during library initialization / object creation. The precision should ONLY be constrained by the available resources of the system. It SHOULD utilize the full power of the platform, and should handle "small"

How to install GCC piece by piece with GMP, MPFR, MPC, ELF, without shared libraries?

由 青春壹個敷衍的年華 提交于 2019-11-26 04:29:31
问题 How do I install GCC (the GNU Compiler Collection) piece by piece, using the current version, using the correct versions of dependencies, not using a package manager (like yum, rpm, apt, dpkg), and not using shared libraries? Typical developers will likely want to install GCC the typical way, use your package manager (yum, rpm, apt, dpkg, port, brew, etc.) or follow the instructions here (http://gcc.gnu.org/wiki/InstallingGCC). My question is how to install GCC piece by piece, without shared

The best cross platform (portable) arbitrary precision math library [closed]

由 空扰寡人 提交于 2019-11-26 03:49:17
问题 I\'m looking for a good arbitrary precision math library in C or C++. Could you please give me some advices / suggestions? The primary requirements: It MUST handle arbitrarily big integers (my primary interest is on integers). In case that you don\'t know what the word arbitrarily big means, imagine something like 100000! (the factorial of 100000). The precision MUST NOT NEED to be specified during library initialization / object creation. The precision should ONLY be constrained by the
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