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• Decimal

PHP 클래스 Litipk\BigNumbers\Decimal

파일 보기 프로젝트 열기: litipk/php-bignumbers 1 사용 예제들

보호된 프로퍼티들

프로퍼티	타입	설명
$value	string	Internal numeric value

공개 메소드들

메소드	설명
__toString ( ) : string
abs ( ) : Decimal	Returns the absolute value (always a positive number)
add ( Decimal $b, integer $scale = null ) : Decimal	Adds two Decimal objects
additiveInverse ( ) : Decimal	Returns the element's additive inverse.
arccos ( integer $scale = null ) : Decimal	Calculates the arccosine of this with the highest possible accuracy
arccot ( integer $scale = null ) : Decimal	Calculates the arccotangente of this with the highest possible accuracy
arccsc ( integer $scale = null ) : Decimal	Calculates the arccosecant of this with the highest possible accuracy
arcsec ( integer $scale = null ) : Decimal	Calculates the arcsecant of this with the highest possible accuracy
arcsin ( integer $scale = null ) : Decimal	Calculates the arcsine of this with the highest possible accuracy
arctan ( integer $scale = null ) : Decimal	Calculates the arctangente of this with the highest possible accuracy
asFloat ( ) : float	Return value as a float
asInteger ( ) : float	Return value as a integer
ceil ( integer $scale ) : Decimal	"Ceils" the Decimal to have at most $scale digits after the point
comp ( Decimal $b, integer $scale = null ) : integer	$this > $b : returns 1 , $this < $b : returns -1 , $this == $b : returns 0
cos ( integer $scale = null ) : Decimal	Calculates the cosine of this method with the highest possible accuracy Note that accuracy is limited by the accuracy of predefined PI;
cosec ( integer $scale = null ) : Decimal	Calculates the cosecant of this with the highest possible accuracy Note that accuracy is limited by the accuracy of predefined PI;
cotan ( integer $scale = null ) : Decimal	Calculates the cotangent of this method with the highest possible accuracy Note that accuracy is limited by the accuracy of predefined PI;
create ( mixed $value, integer $scale = null, boolean $removeZeros = false ) : Decimal	Decimal "constructor".
div ( Decimal $b, integer $scale = null ) : Decimal	Divides the object by $b .
equals ( Decimal $b, integer $scale = null ) : boolean	Equality comparison between this object and $b
exp ( integer $scale = null ) : Decimal	Returns exp($this), said in other words: e^$this .
floor ( integer $scale ) : Decimal	"Floors" the Decimal to have at most $scale digits after the point
fromDecimal ( Decimal $decValue, integer $scale = null ) : Decimal	Constructs a new Decimal object based on a previous one, but changing it's $scale property.
fromFloat ( float $fltValue, integer $scale = null, boolean $removeZeros = false ) : Decimal
fromInteger ( integer $intValue ) : Decimal
fromString ( string $strValue, integer $scale = null, boolean $removeZeros = false ) : Decimal
getNegativeInfinite ( ) : Decimal	Returns a "Negative Infinite" object
getPositiveInfinite ( ) : Decimal	Returns a "Positive Infinite" object
hasSameSign ( Decimal $b ) : boolean	Indicates if the passed parameter has the same sign as the method's bound object.
innerValue ( ) : number	Return the inner representation of the class use with caution
isInfinite ( ) : boolean
isInteger ( ) : boolean
isNegative ( ) : boolean
isPositive ( ) : boolean
isZero ( integer $scale = null ) : boolean
log10 ( integer $scale = null ) : Decimal	Returns the object's logarithm in base 10
mod ( Decimal $d, integer $scale = null )	Calculate modulo with a decimal
mul ( Decimal $b, integer $scale = null ) : Decimal	Multiplies two BigNumber objects
pow ( Decimal $b, integer $scale = null ) : Decimal	Powers this value to $b
round ( integer $scale ) : Decimal	"Rounds" the Decimal to have at most $scale digits after the point
sec ( integer $scale = null ) : Decimal	Calculates the secant of this with the highest possible accuracy Note that accuracy is limited by the accuracy of predefined PI;
sin ( integer $scale = null ) : Decimal	Calculates the sine of this method with the highest possible accuracy Note that accuracy is limited by the accuracy of predefined PI;
sqrt ( integer $scale = null ) : Decimal	Returns the square root of this object
sub ( Decimal $b, integer $scale = null ) : Decimal	Subtracts two BigNumber objects
tan ( integer $scale = null ) : Decimal	Calculates the tangent of this method with the highest possible accuracy Note that accuracy is limited by the accuracy of predefined PI;

보호된 메소드들

메소드	설명
paramsValidation ( mixed $value, integer $scale )	Validates basic constructor's arguments

비공개 메소드들

메소드	설명
__clone ( )	Private clone method
__construct ( string $value, integer $scale )	Private constructor
compute2NRoot ( string $base, integer $index, integer $out_scale ) : string	Auxiliar method. Computes $base^((1/2)^$index)
computeSquareIndex ( string $exponent_remaining, integer $actual_index, integer $exp_scale, integer $inner_scale ) : string	Auxiliar method. It helps us to decompose the exponent into many summands.
countSignificativeDigits ( Decimal $val, Decimal $abs ) : integer	Counts the number of significative digits of $val.
factorialSerie ( Decimal $x, Decimal $firstTerm, callable $generalTerm, $scale ) : Decimal	Internal method used to compute sin, cos and exp
innerLog10 ( string $value, integer $in_scale, integer $out_scale ) : string	Calculates the logarithm (in base 10) of $value
innerPowWithLittleExponent ( string $base, string $exponent, integer $exp_scale, integer $out_scale ) : string	Returns $base^$exponent
innerRound ( string $value, integer $scale ) : string	"Rounds" the decimal string to have at most $scale digits after the point
innerTruncate ( $scale, $ceil = true )
normalizeSign ( $sign ) : string
powerSerie ( Decimal $x, Decimal $firstTerm, $scale ) : Decimal	Internal method used to compute arcsine and arcosine
removeTrailingZeros ( $strValue, &$scale )
simplePowerSerie ( Decimal $x, Decimal $firstTerm, $scale ) : Decimal	Internal method used to compute arctan and arccotan

메소드 상세

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