thinkphp

    /*
     *   Twitter @thinkphp
     *
     *   Approximate the function sin with series Taylor!
     *   sin(x) = x - x^3/3! + x^5/5! - x^7/7! + ....(-1)^n+1*x^(2n+1)/(2n+1)!;
     * 
     */

    function fact($n) {

thinkphp

'''
cos(x) = 1-x^2/2!+x^4/4!-x^6/6!+..-
'''
import math

def fact(n):
    if n==0:
       return 1 
    else: 
      return n*fact(n-1) 

thinkphp

'''
sin(x) = x-x^3/3!+x^5/5!-x^7/7!+..-
'''
import math

def fact(n):
    if n==0:
       return 1 
    else: 
      return n*fact(n-1) 

thinkphp

/*
  Pseudocode of the complete algorithm

  Twitter     : http://twitter.com/thinkphp
  Website     : http://thinkphp.ro
  Google Plus : http://gplus.to/thinkphp
  MIT Style License
 */

INSERTION-SORT(V)

thinkphp

'''
  Insertion Sort
  Twitter     : http://twitter.com/thinkphp
  Website     : http://thinkphp.ro
  Google Plus : http://gplus.to/thinkphp
  MIT Style License
'''

def insertionSort(arr):

thinkphp

/**
  Insertion Sort in PHP
  Twitter     : http://twitter.com/thinkphp
  Website     : http://thinkphp.ro
  Google Plus : http://gplus.to/thinkphp
  MIT Style License
 */
function insertionSort($arr){

         $n = count($arr);

thinkphp

/*
  Insertion Sort in JavaScript
  Twitter     : http://twitter.com/thinkphp
  Website     : http://thinkphp.ro
  Google Plus : http://gplus.to/thinkphp
  MIT Style License
*/
function insertionSort(arr) {

      var n = arr.length-1,

thinkphp

'''
  Computes SQuare RooT in Python SQRT

  s = (s+nr/s)1/2
  Twitter     : http://twitter.com/thinkphp
  Website     : http://thinkphp.ro
  Google Plus : http://gplus.to/thinkphp
  MIT Style License
'''

thinkphp

'''        
          x
  f(x) = e  - a
  if f(0)*f(a) < 0  then exists the solution (0,a] 
'''
import math
import sys

def loge(n,li,ls):
    if math.fabs(li-ls) <= 0.000001:

thinkphp

''' 
  Computes the value of e(2.718281827...) using infinite series
  Twitter: @thinkphp
  Website: http://thinkphp.ro
  G+ : http://gplus.to/thinkphp
  MIT Style License

  1 + 1/1! + 1/2! + 1/3! + ...
  2 + 1/2! + 1/3!+ ...
'''