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Edit File : 5d49f060d04f6bc3765ea67c51d65a25rest.cachefile \| Size : 24.25 KB
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as well as a static class for vector operations.

Warning: This package was designed back in early 2000, and is not PHP 5.x clean, mainly because PHP 4.x was the current release back then.";s:1:"r";a:1:{s:7:"attribs";a:1:{s:10:"xlink:href";s:19:"/rest/r/math_vector";}}}s:1:"a";a:1:{s:1:"r";a:5:{i:0;a:2:{s:1:"v";s:5:"0.7.0";s:1:"s";s:4:"beta";}i:1;a:2:{s:1:"v";s:5:"0.6.2";s:1:"s";s:4:"beta";}i:2;a:2:{s:1:"v";s:5:"0.6.0";s:1:"s";s:4:"beta";}i:3;a:2:{s:1:"v";s:5:"0.5.1";s:1:"s";s:4:"beta";}i:4;a:2:{s:1:"v";s:5:"0.5.0";s:1:"s";s:4:"beta";}}}s:4:"deps";a:5:{i:0;a:2:{s:1:"v";s:5:"0.5.0";s:1:"d";s:4:"b:0;";}i:1;a:2:{s:1:"v";s:5:"0.5.1";s:1:"d";s:4:"b:0;";}i:2;a:2:{s:1:"v";s:5:"0.6.0";s:1:"d";s:4:"b:0;";}i:3;a:2:{s:1:"v";s:5:"0.6.2";s:1:"d";s:132:"a:1:{i:1;a:5:{s:4:"type";s:3:"pkg";s:3:"rel";s:2:"le";s:7:"version";s:5:"0.6.2";s:8:"optional";s:3:"yes";s:4:"name";s:7:"PHPUnit";}}";}i:4;a:2:{s:1:"v";s:5:"0.7.0";s:1:"d";s:116:"a:1:{s:8:"required";a:2:{s:3:"php";a:1:{s:3:"min";s:5:"4.0.0";}s:13:"pearinstaller";a:1:{s:3:"min";s:7:"1.4.0b1";}}}";}}}i:2;a:3:{s:1:"p";a:7:{s:1:"n";s:10:"Math_Stats";s:1:"c";s:12:"pear.php.net";s:2:"ca";a:2:{s:7:"attribs";a:1:{s:10:"xlink:href";s:12:"/rest/c/Math";}s:8:"_content";s:4:"Math";}s:1:"l";s:3:"PHP";s:1:"s";s:43:"Classes to calculate statistical parameters";s:1:"d";s:383:"Package to calculate statistical parameters of numerical arrays
of data. The data can be in a simple numerical array, or in a 
cummulative numerical array. A cummulative array, has the value
as the index and the number of repeats as the value for the
array item, e.g. $data = array(3=&gt;4, 2.3=&gt;5, 1.25=&gt;6, 0.5=&gt;3).
Nulls can be rejected, ignored or handled as zero values.";s:1:"r";a:1:{s:7:"attribs";a:1:{s:10:"xlink:href";s:18:"/rest/r/math_stats";}}}s:1:"a";a:1:{s:1:"r";a:10:{i:0;a:2:{s:1:"v";s:5:"0.9.1";s:1:"s";s:4:"beta";}i:1;a:2:{s:1:"v";s:5:"0.9.0";s:1:"s";s:4:"beta";}i:2;a:2:{s:1:"v";s:10:"0.9.0beta3";s:1:"s";s:4:"beta";}i:3;a:2:{s:1:"v";s:10:"0.9.0beta2";s:1:"s";s:4:"beta";}i:4;a:2:{s:1:"v";s:10:"0.9.0beta1";s:1:"s";s:4:"beta";}i:5;a:2:{s:1:"v";s:5:"0.8.5";s:1:"s";s:6:"stable";}i:6;a:2:{s:1:"v";s:5:"0.8.4";s:1:"s";s:6:"stable";}i:7;a:2:{s:1:"v";s:5:"0.8.3";s:1:"s";s:4:"beta";}i:8;a:2:{s:1:"v";s:5:"0.8.1";s:1:"s";s:4:"beta";}i:9;a:2:{s:1:"v";s:5:"0.8.0";s:1:"s";s:4:"beta";}}}s:4:"deps";a:10:{i:0;a:2:{s:1:"v";s:5:"0.8.0";s:1:"d";s:4:"b:0;";}i:1;a:2:{s:1:"v";s:5:"0.8.1";s:1:"d";s:4:"b:0;";}i:2;a:2:{s:1:"v";s:5:"0.8.3";s:1:"d";s:4:"b:0;";}i:3;a:2:{s:1:"v";s:5:"0.8.4";s:1:"d";s:4:"b:0;";}i:4;a:2:{s:1:"v";s:5:"0.8.5";s:1:"d";s:4:"b:0;";}i:5;a:2:{s:1:"v";s:5:"0.9.0";s:1:"d";s:114:"a:1:{s:8:"required";a:2:{s:3:"php";a:1:{s:3:"min";s:3:"4.2";}s:13:"pearinstaller";a:1:{s:3:"min";s:7:"1.4.0b1";}}}";}i:6;a:2:{s:1:"v";s:10:"0.9.0beta1";s:1:"d";s:4:"b:0;";}i:7;a:2:{s:1:"v";s:10:"0.9.0beta2";s:1:"d";s:4:"b:0;";}i:8;a:2:{s:1:"v";s:10:"0.9.0beta3";s:1:"d";s:4:"b:0;";}i:9;a:2:{s:1:"v";s:5:"0.9.1";s:1:"d";s:114:"a:1:{s:8:"required";a:2:{s:3:"php";a:1:{s:3:"min";s:3:"4.2";}s:13:"pearinstaller";a:1:{s:3:"min";s:7:"1.4.0b1";}}}";}}}i:3;a:3:{s:1:"p";a:7:{s:1:"n";s:14:"Math_Histogram";s:1:"c";s:12:"pear.php.net";s:2:"ca";a:2:{s:7:"attribs";a:1:{s:10:"xlink:href";s:12:"/rest/c/Math";}s:8:"_content";s:4:"Math";}s:1:"l";s:3:"PHP";s:1:"s";s:44:"Classes to calculate histogram distributions";s:1:"d";s:234:"Classes to calculate histogram distributions and associated
   statistics. Supports simple and cummulative histograms.
   You can generate regular (2D) histograms, 3D, or 4D histograms
   Data must not have nulls.
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trigonometric, hyperbolic, inverse hyperbolic, exponential and
logarithms of complex numbers.";s:1:"r";a:1:{s:7:"attribs";a:1:{s:10:"xlink:href";s:20:"/rest/r/math_complex";}}}s:1:"a";a:1:{s:1:"r";a:3:{i:0;a:2:{s:1:"v";s:5:"0.8.6";s:1:"s";s:4:"beta";}i:1;a:2:{s:1:"v";s:5:"0.8.5";s:1:"s";s:4:"beta";}i:2;a:2:{s:1:"v";s:3:"0.8";s:1:"s";s:4:"beta";}}}s:4:"deps";a:3:{i:0;a:2:{s:1:"v";s:5:"0.8.5";s:1:"d";s:110:"a:1:{i:1;a:4:{s:4:"type";s:3:"pkg";s:3:"rel";s:2:"ge";s:7:"version";s:3:"1.0";s:4:"name";s:11:"Math_TrigOp";}}";}i:1;a:2:{s:1:"v";s:5:"0.8.6";s:1:"d";s:220:"a:1:{s:8:"required";a:3:{s:3:"php";a:1:{s:3:"min";s:5:"4.0.0";}s:13:"pearinstaller";a:1:{s:3:"min";s:7:"1.4.0b1";}s:7:"package";a:3:{s:4:"name";s:11:"Math_TrigOp";s:7:"channel";s:12:"pear.php.net";s:3:"min";s:3:"1.0";}}}";}i:2;a:2:{s:1:"v";s:3:"0.8";s:1:"d";s:110:"a:1:{i:1;a:4:{s:4:"type";s:3:"pkg";s:3:"rel";s:2:"ge";s:7:"version";s:3:"1.0";s:4:"name";s:11:"Math_TrigOp";}}";}}}i:6;a:3:{s:1:"p";a:7:{s:1:"n";s:12:"Math_Integer";s:1:"c";s:12:"pear.php.net";s:2:"ca";a:2:{s:7:"attribs";a:1:{s:10:"xlink:href";s:12:"/rest/c/Math";}s:8:"_content";s:4:"Math";}s:1:"l";s:3:"PHP";s:1:"s";s:44:"Package to represent and manipulate integers";s:1:"d";s:304:"The class Math_Integer can represent integers bigger than the
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the BCMATH (bundled with PHP) are present. Otherwise it will fall
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The Math_IntegerOp class defines operations on Math_Integer objects.";s:1:"r";a:1:{s:7:"attribs";a:1:{s:10:"xlink:href";s:20:"/rest/r/math_integer";}}}s:1:"a";a:1:{s:1:"r";a:2:{s:1:"v";s:5:"0.9.0";s:1:"s";s:4:"beta";}}s:4:"deps";a:2:{s:1:"v";s:5:"0.9.0";s:1:"d";s:116:"a:1:{s:8:"required";a:2:{s:3:"php";a:1:{s:3:"min";s:5:"4.0.0";}s:13:"pearinstaller";a:1:{s:3:"min";s:7:"1.4.0b1";}}}";}}i:7;a:3:{s:1:"p";a:7:{s:1:"n";s:14:"Math_Fibonacci";s:1:"c";s:12:"pear.php.net";s:2:"ca";a:2:{s:7:"attribs";a:1:{s:10:"xlink:href";s:12:"/rest/c/Math";}s:8:"_content";s:4:"Math";}s:1:"l";s:3:"PHP";s:1:"s";s:53:"Package to calculate and manipulate Fibonacci numbers";s:1:"d";s:454:"The Fibonacci series is constructed using the formula:
      F(n) = F(n - 1) + F (n - 2),
By convention F(0) = 0, and F(1) = 1.
An alternative formula that uses the Golden Ratio can also be used:
      F(n) = (PHI^n - phi^n)/sqrt(5) [Lucas' formula],
where PHI = (1 + sqrt(5))/2 is the Golden Ratio, and
      phi = (1 - sqrt(5))/2 is its reciprocal
Requires Math_Integer, and can be used with big integers if the GMP or
the BCMATH libraries are present.";s:1:"r";a:1:{s:7:"attribs";a:1:{s:10:"xlink:href";s:22:"/rest/r/math_fibonacci";}}}s:1:"a";a:1:{s:1:"r";a:2:{s:1:"v";s:3:"0.8";s:1:"s";s:6:"stable";}}s:4:"deps";a:2:{s:1:"v";s:3:"0.8";s:1:"d";s:88:"a:1:{i:1;a:3:{s:4:"type";s:3:"pkg";s:3:"rel";s:3:"has";s:4:"name";s:12:"Math_Integer";}}";}}i:8;a:3:{s:1:"p";a:7:{s:1:"n";s:15:"Math_Quaternion";s:1:"c";s:12:"pear.php.net";s:2:"ca";a:2:{s:7:"attribs";a:1:{s:10:"xlink:href";s:12:"/rest/c/Math";}s:8:"_content";s:4:"Math";}s:1:"l";s:3:"PHP";s:1:"s";s:52:"Classes that define Quaternions and their operations";s:1:"d";s:534:"Classes that represent and manipulate quaternions. Contain definitions
for basic arithmetic functions in a static class.
Quaternions are an extension of the idea of complex numbers, and
a quaternion is defined as: 
    q = a + b*i + c*j + d*k
In 1844 Hamilton described a system in which numbers were composed of
a real part and 3 imaginary and independent parts (i,j,k), such that:
    i^2 = j^2 = k^2 = -1       and
    ij = k, jk = i, ki = j     and
    ji = -k, kj = -i, ik = -j
The above are known as &quot;Hamilton's rules&quot;";s:1:"r";a:1:{s:7:"attribs";a:1:{s:10:"xlink:href";s:23:"/rest/r/math_quaternion";}}}s:1:"a";a:1:{s:1:"r";a:3:{i:0;a:2:{s:1:"v";s:5:"0.8.0";s:1:"s";s:4:"beta";}i:1;a:2:{s:1:"v";s:5:"0.7.1";s:1:"s";s:4:"beta";}i:2;a:2:{s:1:"v";s:3:"0.7";s:1:"s";s:4:"beta";}}}s:4:"deps";a:3:{i:0;a:2:{s:1:"v";s:5:"0.7.1";s:1:"d";s:4:"b:0;";}i:1;a:2:{s:1:"v";s:3:"0.7";s:1:"d";s:4:"b:0;";}i:2;a:2:{s:1:"v";s:5:"0.8.0";s:1:"d";s:116:"a:1:{s:8:"required";a:2:{s:3:"php";a:1:{s:3:"min";s:5:"4.0.0";}s:13:"pearinstaller";a:1:{s:3:"min";s:7:"1.4.0b1";}}}";}}}i:9;a:3:{s:1:"p";a:7:{s:1:"n";s:11:"Math_Matrix";s:1:"c";s:12:"pear.php.net";s:2:"ca";a:2:{s:7:"attribs";a:1:{s:10:"xlink:href";s:12:"/rest/c/Math";}s:8:"_content";s:4:"Math";}s:1:"l";s:3:"PHP";s:1:"s";s:49:"Class to represent matrices and matrix operations";s:1:"d";s:385:"Matrices are represented as 2 dimensional arrays of numbers. 
This class defines methods for matrix objects, as well as static methods 
to read, write and manipulate matrices, including methods to solve systems 
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