FM / BaseCurves

/var/www/vhosts/ihelp.ro/httpdocs/vendor/phpseclib/phpseclib/phpseclib/Crypt/EC/BaseCurves/

/var/www/vhosts/ihelp.ro/httpdocs/vendor/phpseclib/phpseclib/phpseclib/Crypt/EC/BaseCurves

Name	Size	Mode	Actions
Base.php	4748	0644	edit dl rm
Binary.php	9804	0644	edit dl rm
KoblitzPrime.php	10173	0644	edit dl rm
Montgomery.php	7384	0644	edit dl rm
Prime.php	21441	0644	edit dl rm
TwistedEdwards.php	5492	0644	edit dl rm

Edit: /var/www/vhosts/ihelp.ro/httpdocs/vendor/phpseclib/phpseclib/phpseclib/Crypt/EC/BaseCurves/Base.php (4748B)

<?php

/**
 * Curve methods common to all curves
 *
 * PHP version 5 and 7
 *
 * @author    Jim Wigginton <terrafrost@php.net>
 * @copyright 2017 Jim Wigginton
 * @license   http://www.opensource.org/licenses/mit-license.html  MIT License
 * @link      http://pear.php.net/package/Math_BigInteger
 */

namespace phpseclib3\Crypt\EC\BaseCurves;

use phpseclib3\Math\BigInteger;

/**
 * Base
 *
 * @author  Jim Wigginton <terrafrost@php.net>
 */
abstract class Base
{
    /**
     * The Order
     *
     * @var BigInteger
     */
    protected $order;

/**
     * Finite Field Integer factory
     *
     * @var \phpseclib3\Math\FiniteField\Integer
     */
    protected $factory;

/**
     * Returns a random integer
     *
     * @return object
     */
    public function randomInteger()
    {
        return $this->factory->randomInteger();
    }

/**
     * Converts a BigInteger to a \phpseclib3\Math\FiniteField\Integer integer
     *
     * @return object
     */
    public function convertInteger(BigInteger $x)
    {
        return $this->factory->newInteger($x);
    }

/**
     * Returns the length, in bytes, of the modulo
     *
     * @return integer
     */
    public function getLengthInBytes()
    {
        return $this->factory->getLengthInBytes();
    }

/**
     * Returns the length, in bits, of the modulo
     *
     * @return integer
     */
    public function getLength()
    {
        return $this->factory->getLength();
    }

/**
     * Multiply a point on the curve by a scalar
     *
     * Uses the montgomery ladder technique as described here:
     *
     * https://en.wikipedia.org/wiki/Elliptic_curve_point_multiplication#Montgomery_ladder
     * https://github.com/phpecc/phpecc/issues/16#issuecomment-59176772
     *
     * @return array
     */
    public function multiplyPoint(array $p, BigInteger $d)
    {
        $alreadyInternal = isset($p[2]);
        $r = $alreadyInternal ?
            [[], $p] :
            [[], $this->convertToInternal($p)];

$d = $d->toBits();
        for ($i = 0; $i < strlen($d); $i++) {
            $d_i = (int) $d[$i];
            $r[1 - $d_i] = $this->addPoint($r[0], $r[1]);
            $r[$d_i] = $this->doublePoint($r[$d_i]);
        }

return $alreadyInternal ? $r[0] : $this->convertToAffine($r[0]);
    }

/**
     * Creates a random scalar multiplier
     *
     * @return BigInteger
     */
    public function createRandomMultiplier()
    {
        static $one;
        if (!isset($one)) {
            $one = new BigInteger(1);
        }

return BigInteger::randomRange($one, $this->order->subtract($one));
    }

/**
     * Performs range check
     */
    public function rangeCheck(BigInteger $x)
    {
        static $zero;
        if (!isset($zero)) {
            $zero = new BigInteger();
        }

if (!isset($this->order)) {
            throw new \RuntimeException('setOrder needs to be called before this method');
        }
        if ($x->compare($this->order) > 0 || $x->compare($zero) <= 0) {
            throw new \RangeException('x must be between 1 and the order of the curve');
        }
    }

/**
     * Sets the Order
     */
    public function setOrder(BigInteger $order)
    {
        $this->order = $order;
    }

/**
     * Returns the Order
     *
     * @return \phpseclib3\Math\BigInteger
     */
    public function getOrder()
    {
        return $this->order;
    }

/**
     * Use a custom defined modular reduction function
     *
     * @return object
     */
    public function setReduction(callable $func)
    {
        $this->factory->setReduction($func);
    }

/**
     * Returns the affine point
     *
     * @return object[]
     */
    public function convertToAffine(array $p)
    {
        return $p;
    }

/**
     * Converts an affine point to a jacobian coordinate
     *
     * @return object[]
     */
    public function convertToInternal(array $p)
    {
        return $p;
    }

/**
     * Negates a point
     *
     * @return object[]
     */
    public function negatePoint(array $p)
    {
        $temp = [
            $p[0],
            $p[1]->negate()
        ];
        if (isset($p[2])) {
            $temp[] = $p[2];
        }
        return $temp;
    }

/**
     * Multiply and Add Points
     *
     * @return int[]
     */
    public function multiplyAddPoints(array $points, array $scalars)
    {
        $p1 = $this->convertToInternal($points[0]);
        $p2 = $this->convertToInternal($points[1]);
        $p1 = $this->multiplyPoint($p1, $scalars[0]);
        $p2 = $this->multiplyPoint($p2, $scalars[1]);
        $r = $this->addPoint($p1, $p2);
        return $this->convertToAffine($r);
    }
}

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