Man pages for gmp
Multiple Precision Arithmetic
| 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 | Large Sized Integer Values |
| biginteger.rand | Generate a random number |
| 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 |
| isprime | Determine if number is (very probably) prime |
| is.whole | Whole ("Integer") Numbers |
| 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... |
| operators_bigq | Basic arithmetic operators for large rationals |
| powm | Exponentiation function |
| roundQ | Rounding Big Rationals ("bigq") to Decimals |
| sizeinbase | Compute size of a bigz in a base |
| solve | Solve a system of equation |
| Stirling | Eulerian and Stirling Numbers of First and Second Kind |
| utils | GMP Number Utilities |
