gmp0.7-5 package

Multiple Precision Arithmetic

roundQ

Rounding Big Rationals ("bigq") to Decimals

sizeinbase

Compute size of a bigz in a base

add.biginteger

Basic Arithmetic Operators for Large Integers ("bigz")

apply

Apply Functions Over Matrix Margins (Rows or Columns)

asNumeric

Coerce to 'numeric', not Loosing Dimensions

base-copies

Base Functions in 'gmp'-ified Versions

BernoulliQ

Exact Bernoulli Numbers

biginteger.rand

Generate a random number

biginteger

Large Sized Integer Values

bigrational

Large sized rationals

binomQ

Exact Rational Binomial Probabilities

comp.biginteger

Relational Operators

comp.bigq

Relational Operators

cumsum

(Cumulative) Sums, Products of Large Integers and Rationals

extract

Extract or Replace Parts of a 'bigz' or 'bigq' Object

extreme

Extrema (Maxima and Minima)

factor

Factorize a number

factorialZ

Factorial and Binomial Coefficient as Big Integer

fibonacci

Compute Fibonacci and Lucas numbers

formatN

Format Numbers Keeping Classes Distinguishable

frexpZ

Split Number into Fractional and Exponent of 2 Parts

gcd

Greatest Common Divisor (GCD) and Least Common Multiple (LCM)

gcdex

Compute Bezoult Coefficient

is.whole

Whole ("Integer") Numbers

isprime

Determine if number is (very probably) prime

matrix

Matrix manipulation with gmp

modulus

Modulus of a Big Integer

mpfr

Exported function for mpfr use

nextprime

Next Prime Number

Oakley

RFC 2409 Oakley Groups - Parameters for Diffie-Hellman Key Exchange

operators_bigq

Basic arithmetic operators for large rationals

powm

Exponentiation function

solve

Solve a system of equation

Stirling

Eulerian and Stirling Numbers of First and Second Kind

utils

GMP Number Utilities

Multiple Precision Arithmetic (big integers and rationals, prime number tests, matrix computation), "arithmetic without limitations" using the C library GMP (GNU Multiple Precision Arithmetic).