Math::BigRat complements Math::BigInt and Math::BigFloat by providing support for arbitrary big rational numbers. MATH LIBRARY You can change the underlying module that does the low-level math operations by using: use Math::BigRat try => 'GMP'; Note:...

This module adds support for 64 bit integers, signed and unsigned, to Perl. Exportable functions int64() int64($value) Creates a new int64 value and initializes it to $value, where $value can be a Perl number or a string containing a number. For inst...

Math::ModInt provides overloaded operators for modular integer arithmetic. Math::ModInt objects represent integer residue classes. These objects can be used in arithmetic expressions just like Perl numbers. Math::ModInt objects are immutable. Mutator...

Math::BigInt provides support for arbitrary precision integers. Overloading is also provided for Perl operators. Input Input values to these routines may be any scalar number or string that looks like a number and represents an integer. * Leading and...

This module performs basic arithmetic with arbitrary-precision numbers expressed in decimal in ordinary Perl strings. The numbers can be arbitrarily large, and can involve arbitrarily small fractions, and all results are exact. This differs from Perl...

Math::BigFloat provides support for arbitrary precision floating point. Overloading is also provided for Perl operators. All operators (including basic math operations) are overloaded if you declare your big floating point numbers as $x = Math::BigFl...

The module contains important algebraic operations: matrix rank, determinant and solve an equation system. The integer values are accepted. Calculations with the raised accuracy....

This is a base class for some mathematical paths which map an integer position $n to and from coordinates "$x,$y" in the 2D plane. The current classes include the following. The intention is that any "Math::PlanePath::Something" is a PlanePath, and s...

Math::Polynomial objects represent polynomials in one variable, i.e. expressions built with finitely many additions, subtractions and multiplications of the variable and some constants. A standard way of writing down a polynomial in one variable is a...

This module provides support for big integer calculations. It is not intended to be used directly, but rather as a parent class for backend libraries used by Math::BigInt, Math::BigFloat, Math::BigRat, and related modules. Other backend libraries inc...

This is a bundle of modules related to arbitrary size numbers. This also includes arbitrary precision number modules. Please have a look at Bundle::Math. If you would like to see a specific module included in a future version of this bundle, please s...

Math::BigInt::GMP is a backend library for Math::BigInt, Math::BigFloat, Math::BigRat and related modules. Math::BigInt::GMP provides support for big integer calculations by means of the GMP C library. See <https://gmplib.org/> for more information a...

Math::BigInt is not very good suited to work with small (read: typical less than 10 digits) numbers, since it has a quite high per-operation overhead and is thus much slower than normal Perl for operations like: my $x = 1 + 2; # fast and correct my $...

Math::BigInt::Pari inherits from Math::BigInt::Lib. Provides support for big integer in Math::BigInt et al. calculations via means of Math::Pari, an XS layer on top of the very fast PARI library....

Math::Calc::Parser is a simplified mathematical expression evaluator with support for complex and trigonometric operations, implicit multiplication, and perlish "parentheses optional" functions, while being safe for arbitrary user input. It parses in...

Math::BigInt::GMPz is a backend library for Math::BigInt, Math::BigFloat, Math::BigRat and related modules. It is not indended to be used directly. Math::BigInt::GMPz uses Math::GMPz objects for the calculations. Math::GMPz is an XS layer on top of t...

Math::BigInt::Calc inherits from Math::BigInt::Lib. In this library, the numbers are represented in base B = 10**N, where N is the largest possible value that does not cause overflow in the intermediate computations. The base B elements are stored in...

This class supports interpolation of a curve between known points, known as "knots", with the knots being lazily evaluated. An object of this type represents a set of knots on a one-dimensional curve, the knots possibly not being predetermined. The m...

This is the sequence of values formed by repeatedly rounding up to a multiple of i-1, i-2, ..., 2, 1. 1, 2, 4, 6, 10, 12, 18, 22, 30, 34, 42, 48, 58, 60, 78, ... starting i=1 For example i=5 start at 5, round up to a multiple of 4 to give 8, then rou...