Skip to main content

RLE Encoding and Decoding in C++








Given an input string, write a regular recursive function that returns the decoded (uncompresseed form) Run Length Encoded  (is a simple form of data compression where repeated character are replaced by count followed by the character repeated) string for the input string. Below are some examples:

decode("*") =>*
decode("3+") =>+++
decode("11*") =>***********
decode("101+") =>+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
decode("abcde10+10*10+10x") =>abcde++++++++++**********++++++++++xxxxxxxxxx
decode("\\") =>\
decode("\1\2\3") =>123
decode("13\7x") =>7777777777777x
decode("5\\") =>\\\\\
decode("4\12\23\3") =>111122333
decode("4\\2\3") =>\\\\33


NOTE: To represent a single backslash, it’s necessary to place double backslashes (\\) in the input string to obtain the desired input/output. For example, input string "\\1\\2\\3" is equivalent to \1\2\3.

#include<iostream>

unsigned int str_to_num(char const* const str,unsigned int& pos, int const result){

  if(!(*str >='0' && *str<='9')) //if not a digit
    return result;
  else{
    return str_to_num(str+1,++pos, result*10+(*str-'0'));
  }

}

void fill_array(char* result,char const ch,int const repeat){

  if(repeat == 0)
    return ;
  else{
    *result = ch;
    fill_array(result+1,ch,repeat-1);
  }
}

char* decode(char const* str,int const length){

  char* result = nullptr; 
  unsigned int pos = 0;
  unsigned int repeat = 0;
    
  if(*str == '\0'){
     result  = new char[length+1];
     result = result +length;              //change the pointer to the end of the array
     *result = '\0';
     return result;
  }
 
  if(*str>='0'&&*str<='9'){
     repeat = str_to_num(str,pos,repeat); 
     pos  = *(str+pos)=='\\'?++pos:pos;  //if character occurs after number increment pos to escape it
     str = str+pos;
     result =  decode(str+1,length+repeat);
  }else{                               
    if(*str == '\\')                    //skip escape character
      str = str+1;
      repeat =1;
      result =  decode(str+1,length+1);
  }
  
  result = result - repeat;
  fill_array(result,*str,repeat);
  
   return result;
}

void test_decode_string(char const* str){
  char* result = decode(str,0); //intially set leength to zero
  std::cout<<"decode("<<str<<") =>"<<result<<std::endl;
  delete[] result;
}

int main( void ){

  char s0[] = "*";
  char s[] = "3+";
  char s3[] = "abcde10+10*10+10x";
  char s1[] = "11*";
  char s2[] = "101+";
  char s4[] = "\\\\";
  char s5[] = "\\1\\2\\3";
  char s6[] = "13\\7x";
  char s7[] = "5\\\\";
  char s8[] = "4\\12\\23\\3";
  char s9[] = "4\\\\2\\3";

  test_decode_string(s0);
  test_decode_string(s);
  test_decode_string(s1);
  test_decode_string(s2);
  test_decode_string(s3);
  test_decode_string(s4);
  test_decode_string(s5);
  test_decode_string(s6);
  test_decode_string(s7);
  test_decode_string(s8);
  test_decode_string(s9);
 
 
  return 0;
  
}


Given the string now do the opposite. Write a recursive function that takes a string and returns a compressed form without using any library function. For example,

encode_rle(xxxxxxxxxxx) => 11x
encode_rle(xxxxxyyyzza) => 5x3y2za1
encode_rle(abcde) => a1b1c1d1e1
encode_rle(*****@@@@@@++++++) => 5*6@6+
encode_rle(wwwwwwwwxxxyyuxaaabbboooooo88888888) => 8w3x2yu1x13a3b6o88


 Below is my implementation:

#include<iostream>

void fill_array(char* str, char* result){

  if(*str == '\0')
    return ;
  else{
    *result = *str;
    fill_array(str+1,result+1);
  }
}

int same_char(char const* const str){
 
  if(*str != *(str+1))
    return 1;
  else
    return 1+same_char(str+1);
}

char* num_to_cstr(unsigned int const i,unsigned int const length,unsigned int& pos){

  char digit = '0'+i%10;
  char* cstr = nullptr;
  if(i<10){
    cstr = new char[length+2];
    cstr[pos] = digit;
    cstr[length+1]='\0';
  }else{
    cstr = num_to_cstr(i/10,length+1,pos);
    cstr[pos] = digit;
  }
      ++pos;
   return cstr;
} 


char* encode_rle(char const* const str,int unsigned length =0){

  char* result = nullptr;  
  unsigned int pos = 0;
  unsigned int repeat  = 0;

  if(*str == '\0'){
    result = new char[length+1];
    result[length] = '\0';
    return result;
  }
  if(*(str+1)!='\0' && *(str) == *(str+1)){
    repeat =  same_char(str);   ///find how many times character repeated
    char* int_str = num_to_cstr(repeat,0,pos);  //convert it to string 
    result  = encode_rle(str+repeat,length+pos+1);  
    fill_array(int_str,result+length); //fill the array
    delete[] int_str; //free  memory
    result[length+pos] = *str; 
  }
  else{
    result = encode_rle(str+1,length+2);
    result[length+1]  ='1'; 
    result[length] = *str; 
  }
  return result;
} 
 
 //test function
void test_encode_rle(char const* const str){

  char* result  = encode_rle(str);
  std::cout<<"encode_rle("<<str<<") => "<<result<<std::endl;
  delete[] result;

}

int main ( void ){

  char s1[] = "xxxxxxxxxxx";
  char s2[] = "xxxxxyyyzza";
  char s3[] = "abcde";
  char s4[] = "*****@@@@@@++++++";
  char s5[] = "wwwwwwwwxxxyyuxaaabbboooooo88888888";

  
  test_encode_rle(s1);
  test_encode_rle(s2);
  test_encode_rle(s3);
  test_encode_rle(s4);
  test_encode_rle(s5);
  
  return 0;
}

Comments

Popular posts from this blog

Non-decreasing Array - LeetCode

Given an array with n integers, your task is to check if it could become non-decreasing by modifying at most 1 element.We define an array is non-decreasing if array[i] <= array[i + 1] holds for every i (1 <= i < n). Example 1: Input: [4,2,3] Output: True Explanation: You could modify the first 4 to 1 to get a non-decreasing array.   Example 2: Input: [4,2,1] Output: False Explanation: You can't get a non-decreasing array by modify at most one element. Note: The n belongs to [1, 10,000]. Source: LeetCode At first glance, it looks like an easy and straightforward problem, but believe me it's greedy problem. In the problem, you are allowed to make atmost "one" modification to make a non-decreasing array. Nondecreasing means that every element is greater than or equal to the one before it e.g. [1,3,4,4,5,6,9]. For example, [2,2,3,2,4] can this become non-decreasing? Yes, by replacing 3 with 2 =>[2,2,2,2,4]. What about this:...

Invert Binary Search Tree

Invert a binary tree. Example: 4 / \ 2 7 / \ / \ 1 3 6 9   to   4 / \ 7 2 / \ / \ 9 6 3 1  4 / \ 2 7 / \ / \ 1 3 6 9   Trees are crucial data structure in Computer Science. Often trees related problems are solved using recursion as it provides an elegant solution in this particular problem at least. The basic terminology to solve this problem is to swap the left and right values, if you work on the tree from the bottom the to the top swapping the left and right node, the tree will be inverted. Let's go through an example: You can start from left or right. So, starting from the left we have   2 2 (swap the left and right node) / \ => / \ 1 3 3 1   7 7 (similarly, on the right sub-tree) / \ => / \ 6 9 9 6    Which gives,   4 / \ 2 7 / \ / \ ...