Multiple Precision Arithmetic


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Documentation for package `gmp' version 0.3-4

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!=.bigq Relational Operators
!=.bigz Relational Operators
%%.bigz Basic arithmetic operators for large integers
%/%.bigq Basic arithmetic operators for large rationals
%/%.bigz Basic arithmetic operators for large integers
*.bigq Basic arithmetic operators for large rationals
*.bigz Basic arithmetic operators for large integers
+.bigq Basic arithmetic operators for large rationals
+.bigz Basic arithmetic operators for large integers
-.bigq Basic arithmetic operators for large rationals
-.bigz Basic arithmetic operators for large integers
/.bigq Basic arithmetic operators for large rationals
/.bigz Basic arithmetic operators for large integers
<.bigq Relational Operators
<.bigz Relational Operators
<=.bigq Relational Operators
<=.bigz Relational Operators
==.bigq Relational Operators
==.bigz Relational Operators
>.bigq Relational Operators
>.bigz Relational Operators
>=.bigq Relational Operators
>=.bigz Relational Operators
abs.bigq Basic arithmetic operators for large rationals
abs.bigz Basic arithmetic operators for large integers
add.bigq Basic arithmetic operators for large rationals
add.bigz Basic arithmetic operators for large integers
as.bigq Large sized rationals
as.bigz Large sized integer values
as.bigz.bigq Large sized rationals
as.character.bigq Large sized rationals
as.character.bigz Large sized integer values
as.double.bigq Large sized rationals
as.double.bigz Large sized integer values
bigq Large sized rationals
bigz Large sized integer values
c.bigq Extract or Replace Parts of an Object
c.bigz Extract or Replace Parts of an Object
denominator Large sized rationals
div.bigq Basic arithmetic operators for large rationals
div.bigz Basic arithmetic operators for large integers
divq.bigz Basic arithmetic operators for large integers
factorize Factorize a number
fibnum Compute Fibonacci and Lucas numbers
fibnum2 Compute Fibonacci and Lucas numbers
gcd.bigz Great common divisor, Least common multiple
gcdex Compute Bezoult coefficient
inv Basic arithmetic operators for large integers
is.na.bigq Large sized rationals
is.na.bigz Large sized integer values
isprime Determine if number is prime
lcm.bigz Great common divisor, Least common multiple
length.bigq Extract or Replace Parts of an Object
length.bigz Extract or Replace Parts of an Object
log.bigz Basic arithmetic operators for large integers
log10.bigz Basic arithmetic operators for large integers
log2.bigz Basic arithmetic operators for large integers
lucnum Compute Fibonacci and Lucas numbers
lucnum2 Compute Fibonacci and Lucas numbers
mod.bigz Basic arithmetic operators for large integers
modulus Modulus
mul.bigq Basic arithmetic operators for large rationals
mul.bigz Basic arithmetic operators for large integers
nextprime Next prime number
numerator Large sized rationals
Oakley RFC 2409 Oakley Groups - Standardized Parameters for Diffie-Hellman Key Exchange
Oakley1 RFC 2409 Oakley Groups - Standardized Parameters for Diffie-Hellman Key Exchange
Oakley2 RFC 2409 Oakley Groups - Standardized Parameters for Diffie-Hellman Key Exchange
pow Basic arithmetic operators for large integers
print.bigq Large sized rationals
print.bigz Large sized integer values
rep.bigq Extract or Replace Parts of an Object
rep.bigz Extract or Replace Parts of an Object
sign.bigq Relational Operators
sign.bigz Relational Operators
sizeinbase Compute size of a bigz in a base
sub.bigq Basic arithmetic operators for large rationals
sub.bigz Basic arithmetic operators for large integers
urand.bigz Generate a random number
[.bigq Extract or Replace Parts of an Object
[.bigz Extract or Replace Parts of an Object
^.bigz Basic arithmetic operators for large integers