gmp

Number of digits of GMP integer

夙愿已清 提交于 2019-11-29 17:00:49
问题 Is there an easy way to determine the number of digits a GMP integer has? I know you can determine it through a log, but I was wondering if there was something built into the library that I'm missing. The only thing I've found in the manual is: _mp_size The number of limbs, or the negative of that when representing a negative integer. Zero is represented by _mp_size set to zero, in which case the _mp_d data is unused. But I'm under the impression that is quite different than what I'm looking

How to solve “Call to undefined function dbase_open() ” error in windows

做~自己de王妃 提交于 2019-11-29 15:21:16
Hi i want to load DBF file to mysql, am using xampp,php version 5.5.6 i had write the below code, But am getting Error --- Fatal error: Call to undefined function dbase_open() in C:\xampp\htdocs\imports\import_geo.php on line 47 $dbf = dbase_open('OUTLETS/regions.dbf', 0); $num_records = dbase_numrecords($dbf); for($i=1;$i<=$num_records;$i++) { $record = dbase_get_record_with_names($dbf, $i); $stmt_bricks->execute(array( ':id' => $next_brick_id, ':type' => 'Region', ':code' => $record['REG_CODE'], ':descr' => $record['REG_DESC'], )); $regions_code_to_id[$record['REG_CODE']] = $next_brick_id++;

Calculating roots with bc_math or GMP

瘦欲@ 提交于 2019-11-29 11:20:20
I'm having trouble calculating roots of rather large numbers using bc_math, example: - pow(2, 2) // 4, power correct - pow(4, 0.5) // 2, square root correct - bcpow(2, 2) // 4, power correct - bcpow(4, 0.5) // 1, square root INCORRECT Does anybody knows how I can circumvent this? gmp_pow() also doesn't work. I'm not a PHP programmer but looking at the manual it says you have to pass them in as strings i.e. bcpow( '4', '0.5' ) Does that help? Edit : The user contributed notes in the manual page confirm that it doesn't support non-integer exponents. I did come across this discussion of a PHP N

Factor a large number efficiently with gmp

陌路散爱 提交于 2019-11-29 04:36:58
I need to get all the prime factors of large numbers that can easily get to 1k bits. The numbers are practically random so it shouldn't be hard. How do I do it efficiently? I use C++ with GMP library. EDIT: I guess you all misunderstood me. What I mean by prime a number is to get all prime factors of the number. Sorry for my english, in my language prime and factor are the same :) clarification (from OP's other post): What I need is a way to efficiently factor(find prime factors of a number) large numbers(may get to 2048 bits) using C++ and GMP(Gnu Multiple Precession lib) or less preferably

Adding Linker Flags in Xcode

吃可爱长大的小学妹 提交于 2019-11-29 01:31:24
(I'm not sure if "flag" is the word I'm looking for, but I'll explain it.) I am trying to compile a program that uses the GMP big number library. But to be able to compile with GMP, I have to add -lgmp to the end of the command. For example, if I want to compile "program.c", I have to type gcc program.c -lgmp . This is easy from the command line, but I don't see how to do it in Xcode. How can I add the lgmp flag while using Xcode? Right-click the target in the Xcode Groups and Files list and select Get Info from the contextual menu. In the Build tab, type linker into the search field and then

Building GCC requires GMP 4.2+, MPFR 2.3.1+ and MPC 0.8.0+

|▌冷眼眸甩不掉的悲伤 提交于 2019-11-28 17:24:01
I downloaded GCC 4.5 from http://www.netgull.com/gcc/releases/gcc-4.5.0/ but when I try to setup / build I am getting below error: Linux:>~/shared_scripts/bin/gcc/gcc-4.5.0 1040> /x/home/prakash_satya/shared_scripts/bin/gcc/gcc-4.5.0/configure CC="gcc -m64" --prefix=/x/home/prakash_satya/shared_scripts/bin/gcc/gcc-4.5.0 --with-gmp-lib=/usr/lib64 --with-mpfr-lib=/usr/lib64 --enable-shared --enable-threads=posix --enable-__cxa_atexit --enable-clocale=gnu --enable-languages=c,c++ checking build system type... x86_64-unknown-linux-gnu checking host system type... x86_64-unknown-linux-gnu checking

How are extremely large floating-point numbers represented in memory?

余生颓废 提交于 2019-11-28 14:34:25
How do arbitrary-precision libraries like GMP store extremely large floating-point numbers represented in memory? I would imagine that if for instance you wanted to compute Pi or Euler's constant to say, 2,000,000 digits that you would allocate a massive array of bytes for the digits to the right of the decimal place. Each byte would store 2 decimal place values and the array would be a member of a data structure with the number of digits and number of bytes used to store the value. Is this how it works? Current computers have 32 or 64-bit registers, so doing calculations on bytes is very

mpz_t to unsigned long long conversion (gmp lib)

痴心易碎 提交于 2019-11-28 13:44:48
Is there a way to convert a mpz_t variable to unsigned long long in C?How about the other way around,from ull to mpz_t?The gmp library doesn't support this as ull are part of C99. I found this but it's in c++,and I don't know how to code in c++.Thanks in advance. Here are some functions for translating between unsigned long long and mpz_t . Note that mpz2ull will smash your stack if the number is too big to fit into an unsigned long long : unsigned long long mpz2ull(mpz_t z) { unsigned long long result = 0; mpz_export(&result, 0, -1, sizeof result, 0, 0, z); return result; } void ull2mpz(mpz_t

Which library should I use on OSX for arbitrary precision arithmetic?

江枫思渺然 提交于 2019-11-28 13:04:40
问题 I tried already GMP, MPFR. But I can't accomplish a simple division like below. BTW I have LLVM compiler in Xcode. I try to compile, run it to IOS Simulator. mpf_t a; mpf_init2 (a, 256); mpf_set_d(a, 0.7); mpf_t b; mpf_init2 (b, 256); mpf_set_d(b, 1.0); mpf_t l; mpf_init2 (l, 256); gmp_printf ("%.*Ff \n", 5, a); --- 0.70000 gmp_printf ("%.*Ff \n", 5, b); --- 1.00000 mpf_div(l, a, b); gmp_printf ("%.*Ff", 5, l); --- 0.52502 回答1: Have you tried MPIR? OpenSSL also provides a big number library..

Calculating roots with bc_math or GMP

心不动则不痛 提交于 2019-11-28 04:55:58
问题 I'm having trouble calculating roots of rather large numbers using bc_math, example: - pow(2, 2) // 4, power correct - pow(4, 0.5) // 2, square root correct - bcpow(2, 2) // 4, power correct - bcpow(4, 0.5) // 1, square root INCORRECT Does anybody knows how I can circumvent this? gmp_pow() also doesn't work. 回答1: I'm not a PHP programmer but looking at the manual it says you have to pass them in as strings i.e. bcpow( '4', '0.5' ) Does that help? Edit : The user contributed notes in the