decimal

package
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 Go to latest Published: Apr 14, 2021 License: MIT Imports: 17 Imported by: 0

Documentation

Overview

Package decimal provides a high-performance, arbitrary precision, floating-point decimal library.

Overview

This package provides floating-point decimal numbers, useful for financial programming or calculations where a larger, more accurate representation of a number is required.

In addition to basic arithmetic operations (addition, subtraction, multiplication, and division) this package offers various mathematical functions, including the exponential function, various logarithms, and the ability to compute continued fractions.

While lean, this package is full of features. It implements interfaces like “fmt.Formatter” and intuitively utilizes verbs and flags as described in the “fmt” package. (Also included: “fmt.Scanner”, “fmt.Stringer”, “encoding.TextUnmarshaler”, and “encoding.TextMarshaler”.)

It allows users to specific explicit contexts for arithmetic operations, but doesn't require it. It provides access to NaN payloads and is more lenient when parsing a decimal from a string than the GDA specification requires.

API interfaces have been changed slightly to work more seamlessly with existing Go programs. For example, many “Quantize” implementations require a decimal as both the receiver and argument which isn't very user friendly. Instead, this library accepts a simple “int” which can be derived from an existing decimal if required.

It contains two modes of operation designed to make transitioning to various GDA "quirks" (like always rounding lossless operations) easier. 

GDA: strictly adhere to the GDA specification (default)
Go: utilize Go idioms, more flexibility

Goals

There are three primary goals of this library:

  1. Correctness

By adhering to the General Decimal Arithmetic specification, this package has a well-defined structure for its arithmetic operations.

  1. Performance

Decimal libraries are inherently slow; this library works diligently to minimize memory allocations and utilize efficient algorithms. Performance regularly benchmarks as fast or faster than many other popular decimal libraries.

  1. Ease of use

Libraries should be intuitive and work out of the box without having to configure too many settings; however, precise settings should still be available.

Usage

The following type is supported: 

Big decimal numbers

The zero value for a Big corresponds with 0, meaning all the following are valid: 

var x Big
y := new(Big)
z := &Big{}

Method naming is the same as math/big's, meaning: 

func (z *T) SetV(v V) *T          // z = v
func (z *T) Unary(x *T) *T        // z = unary x
func (z *T) Binary(x, y *T) *T    // z = x binary y
func (x *T) Pred() P              // p = pred(x)

In general, its conventions mirror math/big's. It is suggested to read the math/big package comments to gain an understanding of this package's conventions.

Arguments to Binary and Unary methods are allowed to alias, so the following is valid: 

x := New(1, 0)
x.Add(x, x) // x == 2

y := New(1, 0)
y.FMA(y, x, y) // y == 3

Unless otherwise specified, the only argument that will be modified is the result (“z”). This means the following is valid and race-free: 

x := New(1, 0)
var g1, g2 Big

go func() { g1.Add(x, x) }()
go func() { g2.Add(x, x) }()

But this is not: 

x := New(1, 0)
var g Big

go func() { g.Add(x, x) }() // BAD! RACE CONDITION!
go func() { g.Add(x, x) }() // BAD! RACE CONDITION!

Index

Constants

View Source 
const (
	MaxScale           = c.MaxScale       // largest allowed scale.
	MinScale           = -MaxScale        // smallest allowed scale.
	MaxPrecision       = MaxScale         // largest allowed Context precision.
	MinPrecision       = 1                // smallest allowed Context precision.
	UnlimitedPrecision = MaxPrecision + 1 // no precision, but may error.
	DefaultPrecision   = 32               // default precision for literals.
)

Precision and scale limits.

Variables

View Source 
var (
	// Context32 is the IEEE 754R Decimal32 format.
	Context32 = Context{
		Precision:     7,
		RoundingMode:  ToNearestEven,
		OperatingMode: GDA,
		Traps:         ^(Inexact | Rounded | Subnormal),
		MaxScale:      96,
		MinScale:      -95,
	}

	// Context64 is the IEEE 754R Decimal64 format.
	Context64 = Context{
		Precision:     16,
		RoundingMode:  ToNearestEven,
		OperatingMode: GDA,
		Traps:         ^(Inexact | Rounded | Subnormal),
		MaxScale:      384,
		MinScale:      -383,
	}

	// Context128 is the IEEE 754R Decimal128 format.
	Context128 = Context{
		Precision:     34,
		RoundingMode:  ToNearestEven,
		OperatingMode: GDA,
		Traps:         ^(Inexact | Rounded | Subnormal),
		MaxScale:      6144,
		MinScale:      -6143,
	}

	// ContextUnlimited provides unlimited precision decimals.
	ContextUnlimited = Context{
		Precision:     UnlimitedPrecision,
		RoundingMode:  ToNearestEven,
		OperatingMode: GDA,
		Traps:         ^(Inexact | Rounded | Subnormal),
		MaxScale:      MaxScale,
		MinScale:      MinScale,
	}
)

The following Contexts are based on IEEE 754R. Each Context's RoundingMode is ToNearestEven, OperatingMode is GDA, and traps are set to every exception other than Inexact, Rounded, and Subnormal.

View Source 
var Regexp = regexp.MustCompile(`(?i)(([+-]?(\d+\.\d*|\.?\d+)([eE][+-]?\d+)?)|(inf(infinity)?))|([+-]?([sq]?nan\d*))`)

Regexp matches any valid string representing a decimal that can be passed to SetString.

Functions

func Raw 

func Raw(x *Big) (*uint64, *big.Int)

Raw directly returns x's raw compact and unscaled values. Caveat emptor: Neither are guaranteed to be valid. Raw is intended to support missing functionality outside this package and generally should be avoided. Additionally, Raw is the only part of this package's API which is not guaranteed to remain stable. This means the function could change or disappear at any time, even across minor version numbers.

Types

type Big 

type Big struct {
	// Context is the decimal's unique contextual object.
	Context Context
	// contains filtered or unexported fields
}

Big is a floating-point, arbitrary-precision decimal.

It is represented as a number and a scale. If the scale is >= 0, it indicates the number of decimal digits after the radix. Otherwise, the number is multiplied by 10 to the power of the negation of the scale. More formally, 

Big = number × 10**-scale

with MinScale <= scale <= MaxScale. A Big may also be ±0, ±Infinity, or ±NaN (either quiet or signaling). Non-NaN Big values are ordered, defined as the result of x.Cmp(y).

Additionally, each Big value has a contextual object which governs arithmetic operations.

func New 

func New(value int64, scale int) *Big

New creates a new Big decimal with the given value and scale. For example: 

New(1234, 3) // 1.234
New(42, 0)   // 42
New(4321, 5) // 0.04321
New(-1, 0)   // -1
New(3, -10)  // 30 000 000 000

func WithContext 

func WithContext(c Context) *Big

WithContext is shorthand to create a Big decimal from a Context.

func WithPrecision 

func WithPrecision(p int) *Big

WithPrecision is shorthand to create a Big decimal with a given precision.

func (*Big) Abs 

func (z *Big) Abs(x *Big) *Big

Abs sets z to the absolute value of x and returns z.

func (*Big) Add 

func (z *Big) Add(x, y *Big) *Big

Add sets z to x + y and returns z.

func (*Big) CeilN 

func (z *Big) CeilN(n int) *Big

向上取，n 为小数位数

func (*Big) CheckNaNs 

func (z *Big) CheckNaNs(x, y *Big) bool

CheckNaNs checks if either x or y is NaN. If so, it follows the rules of NaN handling set forth in the GDA specification. The second argument, y, may be nil. It returns true if either condition is a NaN.

func (*Big) Class 

func (x *Big) Class() string

Class returns the “class” of x, which is one of the following: 

sNaN
NaN
-Infinity
-Normal
-Subnormal
-Zero
+Zero
+Subnormal
+Normal
+Infinity

func (*Big) Cmp 

func (x *Big) Cmp(y *Big) int

Cmp compares x and y and returns: 

-1 if x <  y
 0 if x == y
+1 if x >  y

It does not modify x or y. The result is undefined if either x or y are NaN. For an abstract comparison with NaN values, see misc.CmpTotal.

func (*Big) CmpAbs 

func (x *Big) CmpAbs(y *Big) int

CmpAbs compares |x| and |y| and returns: 

-1 if |x| <  |y|
 0 if |x| == |y|
+1 if |x| >  |y|

It does not modify x or y. The result is undefined if either x or y are NaN. For an abstract comparison with NaN values, see misc.CmpTotalAbs.

func (*Big) Copy 

func (z *Big) Copy(x *Big) *Big

Copy sets z to a copy of x and returns z.

func (*Big) CopySign 

func (z *Big) CopySign(x, y *Big) *Big

CopySign sets z to x with the sign of y and returns z. It accepts NaN values.

func (*Big) FMA 

func (z *Big) FMA(x, y, u *Big) *Big

FMA sets z to (x * y) + u without any intermediate rounding.

func (*Big) Float 

func (x *Big) Float(z *big.Float) *big.Float

Float sets z to x and returns z. z is allowed to be nil. The result is undefined if z is a NaN value.

func (*Big) Float64 

func (x *Big) Float64() (f float64, ok bool)

Float64 returns x as a float64 and a bool indicating whether x can fit into a float64 without truncation, overflow, or underflow. Special values are considered exact; however, special values that occur because the magnitude of x is too large to be represented as a float64 are not.

func (*Big) FloorN 

func (z *Big) FloorN(n int) *Big

向下取，n 为小数位数

func (*Big) Format 

func (x *Big) Format(s fmt.State, c rune)

Format implements the fmt.Formatter interface. The following verbs are supported: 

%s: -dddd.dd or -d.dddd±edd, depending on x
%d: same as %s
%v: same as %s
%e: -d.dddd±edd
%E: -d.dddd±Edd
%f: -dddd.dd
%g: same as %f

While width is honored in the same manner as the fmt package (the minimum width of the formatted number), precision is the number of significant digits in the decimal number. Given %f, however, precision is the number of digits following the radix.

Format honors all flags (such as '+' and ' ') in the same manner as the fmt package, except for '#'. Unless used in conjunction with %v, %q, or %p, the '#' flag will be ignored; decimals have no defined hexadeximal or octal representation.

%+v, %#v, %T, %#p, and %p all honor the formats specified in the fmt package's documentation.

func (*Big) Int 

func (x *Big) Int(z *big.Int) *big.Int

Int sets z to x, truncating the fractional portion (if any) and returns z. z is allowed to be nil. If x is an infinity or a NaN value the result is undefined.

func (*Big) Int64 

func (x *Big) Int64() (int64, bool)

Int64 returns x as an int64, truncating towards zero. The returned boolean indicates whether the conversion to an int64 was successful.

func (*Big) IsFinite 

func (x *Big) IsFinite() bool

IsFinite returns true if x is finite.

func (*Big) IsInf 

func (x *Big) IsInf(sign int) bool

IsInf returns true if x is an infinity according to sign. If sign > 0, IsInf reports whether x is positive infinity. If sign < 0, IsInf reports whether x is negative infinity. If sign == 0, IsInf reports whether x is either infinity.

func (*Big) IsInt 

func (x *Big) IsInt() bool

IsInt reports whether x is an integer. Infinity and NaN values are not integers.

func (*Big) IsNaN 

func (x *Big) IsNaN(quiet int) bool

IsNaN returns true if x is NaN. If sign > 0, IsNaN reports whether x is quiet NaN. If sign < 0, IsNaN reports whether x is signaling NaN. If sign == 0, IsNaN reports whether x is either NaN.

func (*Big) IsNormal 

func (x *Big) IsNormal() bool

IsNormal returns true if x is normal.

func (*Big) IsSubnormal 

func (x *Big) IsSubnormal() bool

IsSubnormal returns true if x is subnormal.

func (*Big) MarshalText 

func (x *Big) MarshalText() ([]byte, error)

MarshalText implements encoding.TextMarshaler.

func (*Big) Mul 

func (z *Big) Mul(x, y *Big) *Big

Mul sets z to x * y and returns z.

func (*Big) Neg 

func (z *Big) Neg(x *Big) *Big

Neg sets z to -x and returns z. If x is positive infinity, z will be set to negative infinity and visa versa. If x == 0, z will be set to zero as well. NaN will result in an error.

func (*Big) Payload 

func (x *Big) Payload() Payload

Payload returns the payload of x, provided x is a NaN value. If x is not a NaN value, the result is undefined.

func (*Big) Precision 

func (x *Big) Precision() int

Precision returns the precision of x. That is, it returns the number of digits in the unscaled form of x. x == 0 has a precision of 1. The result is undefined if x is not finite.

func (*Big) Quantize 

func (z *Big) Quantize(n int) *Big

Quantize sets z to the number equal in value and sign to z with the scale, n.

Other decimal libraries may refer to Quantize as Truncate.

func (*Big) Quo 

func (z *Big) Quo(x, y *Big) *Big

Quo sets z to x / y and returns z.

func (*Big) QuoInt 

func (z *Big) QuoInt(x, y *Big) *Big

QuoInt sets z to x / y with the remainder truncated. See QuoRem for more details.

func (*Big) QuoRem 

func (z *Big) QuoRem(x, y, r *Big) (*Big, *Big)

QuoRem sets z to the quotient x / y and r to the remainder x % y, such that x = z * y + r, and returns the pair (z, r).

func (*Big) Rat 

func (x *Big) Rat(z *big.Rat) *big.Rat

Rat sets z to x and returns z. z is allowed to be nil. The result is undefined if x is an infinity or NaN value.

func (*Big) Reduce 

func (z *Big) Reduce() *Big

Reduce reduces a finite z to its most simplest form.

func (*Big) Rem 

func (z *Big) Rem(x, y *Big) *Big

Rem sets z to the remainder x % y. See QuoRem for more details.

func (*Big) Round 

func (z *Big) Round(n int) *Big

Round rounds z down to n digits of precision and returns z. The result is undefined if z is not finite. No rounding will occur if n <= 0. The result of Round will always be within the interval [⌊10**x⌋, z] where x = the precision of z.

func (*Big) RoundToInt 

func (z *Big) RoundToInt() *Big

RoundToInt rounds z down to an integral value.

func (*Big) Scale 

func (x *Big) Scale() int

Scale returns x's scale.

func (*Big) Scan 

func (d *Big) Scan(value interface{}) error

Scan implements the sql.Scanner interface for database deserialization.

func (*Big) Set 

func (z *Big) Set(x *Big) *Big

Set sets z to x and returns z. The result might be rounded depending on z's Context, and even if z == x.

func (*Big) SetBigMantScale 

func (z *Big) SetBigMantScale(value *big.Int, scale int) *Big

SetBigMantScale sets z to the given value and scale.

func (*Big) SetFloat 

func (z *Big) SetFloat(x *big.Float) *Big

SetFloat sets z to exactly x and returns z.

func (*Big) SetFloat64 

func (z *Big) SetFloat64(x float64) *Big

SetFloat64 sets z to exactly x.

func (*Big) SetInf 

func (z *Big) SetInf(signbit bool) *Big

SetInf sets z to -Inf if signbit is set or +Inf is signbit is not set, and returns z.

func (*Big) SetMantScale 

func (z *Big) SetMantScale(value int64, scale int) *Big

SetMantScale sets z to the given value and scale.

func (*Big) SetNaN 

func (z *Big) SetNaN(signal bool) *Big

SetNaN sets z to a signaling NaN if signal is true or quiet NaN otherwise and returns z. No conditions are raised.

func (*Big) SetRat 

func (z *Big) SetRat(x *big.Rat) *Big

SetRat sets z to to the possibly rounded value of x and return z.

func (*Big) SetScale 

func (z *Big) SetScale(scale int) *Big

SetScale sets z's scale to scale and returns z.

func (*Big) SetString 

func (z *Big) SetString(s string) (*Big, bool)

SetString sets z to the value of s, returning z and a bool indicating success. s must be a string in one of the following formats: 

1.234
1234
1.234e+5
1.234E-5
0.000001234
Inf
NaN
qNaN
sNaN

Each value may be preceded by an optional sign, “-” or “+”. “Inf” and “NaN” map to “+Inf” and “qNaN”, respectively. NaN values may have optional diagnostic information, represented as trailing digits; for example, “NaN123”. These digits are otherwise ignored but are included for robustness.

func (*Big) SetUint64 

func (z *Big) SetUint64(x uint64) *Big

SetUint64 is shorthand for SetMantScale(x, 0) for an unsigned integer.

func (*Big) Sign 

func (x *Big) Sign() int

Sign returns: 

-1 if x <  0
 0 if x == 0
+1 if x >  0

No distinction is made between +0 and -0. The result is undefined if x is a NaN value.

func (*Big) Signbit 

func (x *Big) Signbit() bool

Signbit reports whether x is negative, negative zero, negative infinity, or negative NaN.

func (*Big) String 

func (x *Big) String() string

String returns the string representation of x. It's equivalent to the %s verb discussed in the Format method's documentation. Special cases depend on the OperatingMode.

func (*Big) Sub 

func (z *Big) Sub(x, y *Big) *Big

Sub sets z to x - y and returns z.

func (*Big) Uint64 

func (x *Big) Uint64() (uint64, bool)

Uint64 returns x as a uint64, truncating towards zero. The returned boolean indicates whether the conversion to a uint64 was successful.

func (*Big) UnmarshalJSON 

func (z *Big) UnmarshalJSON(data []byte) error

UnmarshalJSON implements json.Unmarshaler.

func (*Big) UnmarshalText 

func (z *Big) UnmarshalText(data []byte) error

UnmarshalText implements encoding.TextUnmarshaler.

func (*Big) Value 

func (x *Big) Value() (driver.Value, error)

type Condition 

type Condition uint32

Condition is a bitmask value raised after or during specific operations. For example, dividing by zero is undefined so a DivisionByZero Condition flag will be set in the decimal's Context. 

const (
	// Clamped occurs if the scale has been modified to fit the constraints of
	// the decimal representation.
	Clamped Condition = 1 << iota
	// ConversionSyntax occurs when a string is converted to a decimal and does
	// not have a valid syntax.
	ConversionSyntax
	// DivisionByZero occurs when division is attempted with a finite,
	// non-zero dividend and a divisor with a value of zero.
	DivisionByZero
	// DivisionImpossible occurs when the result of integer division would
	// contain too many digits (i.e. be longer than the specified precision).
	DivisionImpossible
	// DivisionUndefined occurs when division is attempted with in which both
	// the divided and divisor are zero.
	DivisionUndefined
	// Inexact occurs when the result of an operation (e.g. division) is not
	// exact, or when the Overflow/Underflow Conditions occur.
	Inexact
	// InsufficientStorage occurs when the system doesn't have enough storage
	// (i.e. memory) to store the decimal.
	InsufficientStorage
	// InvalidContext occurs when an invalid context was detected during an
	// operation. This might occur if, for example, an invalid RoundingMode was
	// passed to a Context.
	InvalidContext
	// InvalidOperation occurs when:
	//
	// 	- an operand to an operation is a signaling NaN
	// 	- an attempt is made to add or subtract infinities of opposite signs
	// 	- an attempt is made to multiply zero by an infinity of either sign
	// 	- an attempt is made to divide an infinity by an infinity
	// 	- the divisor for a remainder operation is zero
	// 	- the dividend for a remainder operation is an infinity
	// 	- either operand of the quantize operation is an infinity, or the result
	// 	  of a quantize operation would require greater precision than is
	// 	  available
	// 	- the operand of the ln or the log10 operation is less than zero
	// 	- the operand of the square-root operation has a sign of 1 and a
	// 	  non-zero coefficient
	// 	- both operands of the power operation are zero, or if the left-hand
	// 	  operand is less than zero and the right-hand operand does not have an
	// 	  integral value or is an infinity
	//
	InvalidOperation
	// Overflow occurs when the adjusted scale, after rounding, would be
	// greater than MaxScale. (Inexact and Rounded will also be raised.)
	Overflow
	// Rounded occurs when the result of an operation is rounded, or if an
	// Overflow/Underflow occurs.
	Rounded
	// Subnormal ocurs when the result of a conversion or operation is subnormal
	// (i.e. the adjusted scale is less than MinScale before any rounding).
	Subnormal
	// Underflow occurs when the result is inexact and the adjusted scale would
	// be smaller (more negative) than MinScale.
	Underflow
)

func (Condition) Error 

func (c Condition) Error() string

func (Condition) String 

func (c Condition) String() string

type Context 

type Context struct {
	// MaxScale overrides the MaxScale constant so long as it's in the range
	// (0, MaxScale].
	MaxScale int

	// MinScale overrides the MaxScale constant so long as it's in the range
	// [MinScale, 0).
	MinScale int

	// Precision is the Context's precision; that is, the maximum number of
	// significant digits that may result from any arithmetic operation.
	// Excluding any package-defined constants (e.g., “UnlimitedPrecision”),
	// if precision is not in the range [1, MaxPrecision] operations might
	// result in an error. A precision of 0 will be interpreted as
	// DefaultPrecision. For example,
	//
	//   precision ==  4 // 4
	//   precision == -4 // error
	//   precision ==  0 // DefaultPrecision
	//   precision == 12 // 12
	//
	Precision int

	// Traps are a set of exceptional conditions that should result in an error.
	Traps Condition

	// Conditions are a set of the most recent exceptional conditions to occur
	// during an operation.
	Conditions Condition

	// RoundingMode determines how a decimal is rounded.
	RoundingMode RoundingMode

	// OperatingMode which dictates how the decimal operates under certain
	// conditions. See OperatingMode for more information.
	OperatingMode OperatingMode
}

Context is a per-decimal contextual object that governs specific operations.

func (Context) Add 

func (c Context) Add(z, x, y *Big) *Big

Add sets z to x + y and returns z.

func (Context) Err 

func (c Context) Err() error

Err returns non-nil if there are any trapped exceptional conditions.

func (Context) FMA 

func (c Context) FMA(z, x, y, u *Big) *Big

FMA sets z to (x * y) + u without any intermediate rounding.

func (Context) Mul 

func (c Context) Mul(z, x, y *Big) *Big

Mul sets z to x * y and returns z.

func (Context) Quantize 

func (c Context) Quantize(z *Big, n int) *Big

Quantize sets z to the number equal in value and sign to z with the scale, n.

In order to perform truncation, set the Context's RoundingMode to ToZero.

func (Context) Quo 

func (c Context) Quo(z, x, y *Big) *Big

Quo sets z to x / y and returns z.

func (Context) QuoInt 

func (c Context) QuoInt(z, x, y *Big) *Big

QuoInt sets z to x / y with the remainder truncated. See QuoRem for more details.

func (Context) QuoRem 

func (c Context) QuoRem(z, x, y, r *Big) (*Big, *Big)

QuoRem sets z to the quotient x / y and r to the remainder x % y, such that x = z * y + r, and returns the pair (z, r).

func (Context) Reduce 

func (c Context) Reduce(z *Big) *Big

Reduce reduces a finite z to its most simplest form.

func (Context) Rem 

func (c Context) Rem(z, x, y *Big) *Big

Rem sets z to the remainder x % y. See QuoRem for more details.

func (Context) Round 

func (c Context) Round(z *Big) *Big

Round rounds z down to the Context's precision and returns z. The result is undefined if z is not finite. The result of Round will always be within the interval [⌊10**x⌋, z] where x = the precision of z.

func (Context) RoundToInt 

func (c Context) RoundToInt(z *Big) *Big

RoundToInt rounds z down to an integral value.

func (Context) Set 

func (c Context) Set(z, x *Big) *Big

Set sets z to x and returns z. The result might be rounded, even if z == x.

func (Context) SetString 

func (c Context) SetString(z *Big, s string) (*Big, bool)

SetString sets z to the value of s, returning z and a bool indicating success. See Big.SetString for valid formats.

func (Context) Sub 

func (c Context) Sub(z, x, y *Big) *Big

Sub sets z to x - y and returns z.

type ErrNaN 

type ErrNaN struct{ Msg string }

An ErrNaN is used when a decimal operation would lead to a NaN under IEEE-754 rules. An ErrNaN implements the error interface.

func (ErrNaN) Error 

func (e ErrNaN) Error() string

type OperatingMode 

type OperatingMode uint8

OperatingMode dictates how the decimal approaches specific non-numeric operations like conversions to strings and panicking on NaNs. 

const (
	// GDA strictly adheres to the General Decimal Arithmetic Specification
	// Version 1.70. In particular:
	//
	//  - at does not panic
	//  - all arithmetic operations will be rounded down to the proper precision
	//    if necessary
	//  - it utilizes traps to set both Context.Err and Context.Conditions
	//  - its string forms of qNaN, sNaN, +Inf, and -Inf are "NaN", "sNaN",
	//    "Infinity", and "-Infinity", respectively
	//
	GDA OperatingMode = iota
	// Go adheres to typical Go idioms. In particular:
	//
	//  - it panics on NaN values
	//  - has lossless (i.e., without rounding) addition, subtraction, and
	//    multiplication
	//  - traps are ignored; it does not set Context.Err or Context.Conditions
	//  - its string forms of qNaN, sNaN, +Inf, and -Inf are "NaN", "NaN",
	//     "+Inf", and "-Inf", respectively
	//
	Go
)

func (OperatingMode) String 

func (i OperatingMode) String() string

type Payload 

type Payload uint64

Payload is a NaN value's payload.

func (Payload) String 

func (i Payload) String() string

type RoundingMode 

type RoundingMode uint8

RoundingMode determines how a decimal will be rounded. 

const (
	ToNearestEven RoundingMode = iota // == IEEE 754-2008 roundTiesToEven
	ToNearestAway                     // == IEEE 754-2008 roundTiesToAway
	ToZero                            // == IEEE 754-2008 roundTowardZero
	AwayFromZero                      // no IEEE 754-2008 equivalent
	ToNegativeInf                     // == IEEE 754-2008 roundTowardNegative
	ToPositiveInf                     // == IEEE 754-2008 roundTowardPositive

)

The following rounding modes are supported.

func (RoundingMode) String 

func (i RoundingMode) String() string

Source Files

View all Source files

Directories

Path Synopsis
internal
arith
Package arith provides performance-sensitive arithmetic operations.
 Package arith provides performance-sensitive arithmetic operations.
c
Package c provides internal constants.
 Package c provides internal constants.
test
Package math implements various useful mathematical functions and constants.
 Package math implements various useful mathematical functions and constants.
Package misc contains miscellaneous decimal routes.
 Package misc contains miscellaneous decimal routes.
Package suite provides a simple API for parsing and using IBM Labs' "Floating-Point Test-Suite for IEEE" This package is deprecated and will be removed in the next major version.
 Package suite provides a simple API for parsing and using IBM Labs' "Floating-Point Test-Suite for IEEE" This package is deprecated and will be removed in the next major version.

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