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phrity/util-numerics

最新稳定版本:2.4.1

Composer 安装命令:

composer require phrity/util-numerics

包简介

Utility library for numerics. Float versions of ceil(), floor() and rand() with precision. Open minded numeric parser and formatter.

README 文档

README

Phrity Util Numerics

Build Status Coverage Status

Numerics utility

Utility library for numerics. Float versions of ceil(), floor() and rand() with precision. An open minded numeric parser, formatter, plus some additional functions.

Current version supports PHP ^8.0.

Installation

Install with Composer;

composer require phrity/util-numerics

The Numerics class

Class synopsis

Phrity\Util\Numerics {

    /* Methods */
    public __construct(int|null $precision = null, string|null $locale = null);
    public ceil(float $number, int|null $precision = null): float;
    public floor(float $number, int|null $precision = null): float;
    public round(float $number, int|null $precision = null): float;
    public mceil(float $number, float $multipleOf): float;
    public mfloor(float $number, float $multipleOf): float;
    public mround(float $number, float $multipleOf): float;
    public parse(int|float|string $numeric): float|null;
    public format(float $number, int|null $precision = null): string;
    public rand(float $min = 0, float[null $max = null, int|null $precision = null): float|null;
    public precision(float $number, bool $wide = false): int;
    public setLocale(string $locale): void;
}

Constructor

The constructor accepts default precision and/or locale. Precision can also be negative to achive integer rounding.

$numerics = new Numerics(); // Default precision is 0
$numerics = new Numerics(3, 'en_US'); // Default precision is 3, default locale en-US

Ceil method

Round fractions up, according to precision specifier. A precision of 0 corresponds to PHP ceil() function. Precision can also be negative.

// Precison specified on each call
$numerics = new Numerics();
$numerics->ceil(1234.5678,  2); // 1234.57
$numerics->ceil(1234.5678,  1); // 1234.60
$numerics->ceil(1234.5678,  0); // 1235.00
$numerics->ceil(1234.5678, -1); // 1240.00
$numerics->ceil(1234.5678, -2); // 1300.00

// Precison specified as default, override is possible
$numerics = new Numerics(2);
$numerics->ceil(1234.5678); // 1234.57
$numerics->ceil(1234.5678, 0); // 1235.00

Floor method

Round fractions down, according to precision specifier. A precision of 0 corresponds to PHP floor() function. Precision can also be negative.

// Precison specified on each call
$numerics = new Numerics();
$numerics->floor(1234.5678,  2); // 1234.56
$numerics->floor(1234.5678,  1); // 1234.50
$numerics->floor(1234.5678,  0); // 1234.00
$numerics->floor(1234.5678, -1); // 1230.00
$numerics->floor(1234.5678, -2); // 1200.00

// Precison specified as default, override is possible
$numerics = new Numerics(2);
$numerics->floor(1234.5678); // 1234.56
$numerics->floor(1234.5678, 0); // 1234.00

Round method

Standard round, according to precision specifier. Precision can also be negative.

// Precison specified on each call
$numerics = new Numerics();
$numerics->round(1234.5678,  2); // 1234.57
$numerics->round(1234.5678,  1); // 1234.60
$numerics->round(1234.5678,  0); // 1235.00
$numerics->round(1234.5678, -1); // 1230.00
$numerics->round(1234.5678, -2); // 1200.00

// Precison specified as default, override is possible
$numerics = new Numerics(2);
$numerics->round(1234.5678); // 1234.57
$numerics->round(1234.5678, 0); // 1235.00

Ceil multiple-of method

Round up, according to multiple-of specifier.

$numerics = new Numerics();
$numerics->mceil(123.123, 0.25); // 123.25
$numerics->mceil(123.123, 2.5); // 125
$numerics->mceil(123.123, 25); // 125
$numerics->mceil(123.123, 250); // 250

Floor multiple-of method

Round down, according to multiple-of specifier.

$numerics = new Numerics();
$numerics->mfloor(456.789, 0.25); // 456.75
$numerics->mfloor(456.789, 2.5); // 455
$numerics->mfloor(456.789, 25); // 450
$numerics->mfloor(456.789, 250); // 250

Round multiple-of method

Round, according to multiple-of specifier.

$numerics = new Numerics();
$numerics->mround(456.789, 0.25); // 456.75
$numerics->mround(456.789, 2.5); // 457.5
$numerics->mround(456.789, 25); // 450
$numerics->mround(456.789, 250); // 500

Parse method

Numeric parser. Parses number by evaluating input rather than using locale or making explicit assumtions. Returns float, or null if provided input can not be parsed.

$numerics = new Numerics();

// Integer and float input
$numerics->parse(1234.56); // 1234.56
$numerics->parse(1234); // 1234.00

// String input
$numerics->parse('1234.56'); // 1234.56
$numerics->parse('1234,56'); // 1234.56
$numerics->parse('1 234.56'); // 1234.56
$numerics->parse('1 234,56'); // 1234.56
$numerics->parse('1,234.56'); // 1234.56
$numerics->parse('1.234,56'); // 1234.56

// Evaluated string input
$numerics->parse(' 1 234.56 '); // 1234.56
$numerics->parse('-1,234.56'); // -1234.56
$numerics->parse('+1.234,56'); // 1234.56
$numerics->parse('.56'); // 0.56
$numerics->parse(',56'); // 0.56
$numerics->parse('12.'); // 12.0
$numerics->parse('12,'); // 12.0

// Locale support for fringe cases
$numerics->setLocale('sv_SE');
$numerics->parse('123,456'); // 123.456
$numerics->setLocale('en_US');
$numerics->parse('123,456'); // 123456.0

Format method

Numeric formatter. Formats numbers according to precision (rounding and padding) and locale. Precision can also be negative.

$numerics = new Numerics();

$numerics->setLocale('sv_SE');
$numerics->format(1234.5678, 2); // "1 234,56"
$numerics->format(1234, 2); // "1 234,00"
$numerics->format(1234.5678, 0); // "1 234"
$numerics->format(1234, -2); // "1 200"

$numerics->setLocale('en_US');
$numerics->format(1234.5678, 2); // "1,234.56"
$numerics->format(1234, 2); // "1,234.00"
$numerics->format(1234.5678, 0); // "1,234"
$numerics->format(1234, -2); // "1,200"

Using format with many decimals.

$big = 0.123456789123456789;
$numerics->format($big); // "0.123457" - same as below
$numerics->format($big, $numerics->precision($big)); // "0.123457" - php decimal precision
$numerics->format($big, $numerics->precision($big, true)); // "0.123456789123457" - without precision loss
$numerics->format($big, 50); // "0.12345678912345678379658409085095627233386039733887" - with precision loss

Rand method

Float random number with precision. Precision can also be negative. Returns float, or null if impossible to generate result.

// Precison specified on each call
$numerics = new Numerics();
$numerics->rand(0, 10); // 0.0 … 10.0
$numerics->rand(0, 100, 2); // 0.00 … 100.00
$numerics->rand(-100, 100, 4); // -100.0000 … 100.0000
$numerics->rand(0.01, 0.97, 4); // 0.0100 … 0.9700
$numerics->rand(9, 11, -1); // 10.0
$numerics->rand(90, 110, -2); // 100.0

// Precison specified as default, override is possible
$numerics = new Numerics(2);
$numerics->rand(0, 100); // 0.00 … 100.00

Precision method

Count number of relevant decimals in a number. By default the number of serializable decimals (as of php evaluation) is returned.

$numerics = new Numerics();
$numerics->precision(12); // 0
$numerics->precision(12.0); // 0
$numerics->precision(12.34); // 2
$numerics->precision(0.123456789123456789); // 6

By setting the wide option, number of decimals usable without precision loss is returned.

$numerics = new Numerics();
$numerics->precision(0.123456789123456789, true); // 15

setLocale method

Affects the format() method and fringe case in parse() method. If not set, current locale will be used in these methods.

$numerics = new Numerics();
$numerics->setLocale('sv_SE'); // Set to Swedish

Versions

Version PHP
2.5 ^8.1
2.4 ^8.0 Multiple-of rounding: mround() mfloor() mceil() methods
2.3 ^7.4|^8.0 Precision improvements, negative precision in format()
2.2 ^7.4|^8.0 Default locale
2.1 ^7.1|^8.0
2.0 ^7.1 Instanceable, format() method, ability to specify locale
1.2 >=5.6 rand() and precision() methods
1.1 >=5.6 parse() method
1.0 >=5.6 ceil() and floor() methods

统计信息

  • 总下载量: 9.32k
  • 月度下载量: 0
  • 日度下载量: 0
  • 收藏数: 2
  • 点击次数: 2
  • 依赖项目数: 0
  • 推荐数: 0

GitHub 信息

  • Stars: 2
  • Watchers: 1
  • Forks: 0
  • 开发语言: PHP

其他信息

  • 授权协议: MIT
  • 更新时间: 2019-03-29

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