Alternating string of char and int [closed] - java

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when given a input string i am suppose to break it up into two groups
char
int.
with these two groups i want to create a new alternating string.
for example
abc1234defgh567jk89
will transform into
a1b2c3d5e6f7j8k9
notice that the digit 4,g,h has been discarded.
i figured that a queue can be implemented in this case.
queue1> abc
queue2> 123
index 0 to 2 is a char
index three is a int, so for queue 2 we only take in 3 values.
my question is there a more efficient data structure to perform this operation?
and during implementation, how to i compare to see if a particular value is a int or a char?
please advise.

Treating the string as an array of char integers would make this easier to compare, as you can do a simple comparision on the entry. If array[x]>64 it is a character else it is a number. You can use two pointers to do the interleaving. One for character and the other for integer. Find a character and then advance the integer pointer until it finds a match, then advance them as long as they are both true, then fast forward both of them. For example:
char array[]=(char *)string;
int letter=array[0];
int number=array[0];
// Initialize
while(number >= 64)
number++;
while (letter<64)
letter++;
//Now that the pointers are initialized, interleave them.
while(letter>=64 && number<64)
{
output[i++]=letter;
output[i++]=number;
number++;
letter++;
}
// Now you need to advance to the next batch, so you need to see the comparison false and then true again.
....

You are right, a queue is a good data structure for this problem. If, however, you want fancier methods at hand, a Linked List would be another very similar alternative.
To check if a particular value is a letter or a number, you can use the Character class. For example,
String sample = "hello1";
Character.isLetter( sample.charAt(0) ); // returns true
Character.isLetter( sample.charAt(5) ); // returns false

how to i compare to see if a particular value is a int or a char?
You can do something like this:
String string = "abc1234defgh567jk89";
for(int i=0; i<string.length;i++){
int c = (int)string.charAt(i);
boolean isChar = 97<=c&&c<=122 || 65<=c&&c<=90;
boolean isNum = 48<=c&&c<=57;
if(!isChar && !isNum){
throw new IllegalArgumentException("I don't know what you are")
}
}
About the datastructutures, personally I will use two single linked list, one for chars and one for numbers and every character will be stored in a different node. Why?, well if you store the characters (in general, I mean chars and ints) in groups of threes later you will have to add more code to split those groups and put chars and ints together, putting them in a linked list makes sense because
you can put as much nodes as you want (or memory lets you but let's assume is infinite)
data will be stored in order (which looks like some kind of requirement you have in order to display the output, also this discards trees and stacks(FILO))
since you only need to go forward when generating the output a double linked list will be over engineering.
To generate the output:
Having two datastructures let's you add another check like:
if(listChars.size() != listNums.size()){
throw new IllegalArgumentException("Wrong input!!!")
}
Additionally,
Reviewing the list will take you O(n) time, memory used will be O(n), reviewing both list will take you O(n/m) where m is the size of the initial group of chars.
You can do that like this:
Iterator<Character> iterChar = listChar.iterator();
Iterator<Integer> iterNum = listChar.iterator();
String result = "";
while(iterChar.hasNext() && iterNum.hasNext() ){
result+=iterChar.next()+iterNum.next();
}
Finally, you can use queues or linked list here both give you the same in this scenario

To check if the next char is a letter or number you can use this:
public static boolean isNumber(char c) { return c >= '0' && c <= '9'; }
public static boolean isLetter(char c) { return c >= 'a' && c <= 'z'; }
These functions find the index of the next number or letter, starting at pos i:
public static int nextNumber(String s, int i) {
while(i < s.length() && !isNumber(s.charAt(i))) i++;
return i;
}
public static int nextLetter(String s, int i) {
while(i < s.length() && !isLetter(s.charAt(i))) i++;
return i;
}
You don't really need a data structure, all you need is 3 pointers:
public static String alternate(String s){
// pointers
int start = 0, mid = 0, end = 0;
StringBuilder sb = new StringBuilder(s.length());
while(end < s.length()){
// E.g. for 'abc1234' {start, mid, end} = {0, 3, 7}
start = Math.min(nextLetter(s, end), nextNumber(s, end));
mid = Math.max(nextLetter(s, end), nextNumber(s, end));
end = Math.max(nextLetter(s, mid), nextNumber(s, mid));
for(int i = 0; i < Math.min(mid - start, end - mid); i++)
sb.append(s.charAt(start + i)).append(s.charAt(mid + i));
}
return sb.toString();
}
Running the example below outputs the desired result: a1b2c3d5e6f7j8k9
public static void main(String... args){
System.out.println(alternate("abc1234defgh567jk89"));
}

Related

How to handle the time complexity for permutation of strings during anagrams search?

I have a program that computes that whether two strings are anagrams or not.
It works fine for inputs of strings below length of 10.
When I input two strings whose lengths are equal and have lengths of more than 10 program runs and doesn't produce an answer .
My concept is that if two strings are anagrams one string must be a permutation of other string.
This program generates the all permutations from one string, and after that it checks is there any matching permutation for the other string. In this case I wanted to ignore cases.
It returns false when there is no matching string found or the comparing strings are not equal in length, otherwise returns true.
public class Anagrams {
static ArrayList<String> str = new ArrayList<>();
static boolean isAnagram(String a, String b) {
// there is no need for checking these two
// strings because their length doesn't match
if (a.length() != b.length())
return false;
Anagrams.permute(a, 0, a.length() - 1);
for (String string : Anagrams.str)
if (string.equalsIgnoreCase(b))
// returns true if there is a matching string
// for b in the permuted string list of a
return true;
// returns false if there is no matching string
// for b in the permuted string list of a
return false;
}
private static void permute(String str, int l, int r) {
if (l == r)
// adds the permuted strings to the ArrayList
Anagrams.str.add(str);
else {
for (int i = l; i <= r; i++) {
str = Anagrams.swap(str, l, i);
Anagrams.permute(str, l + 1, r);
str = Anagrams.swap(str, l, i);
}
}
}
public static String swap(String a, int i, int j) {
char temp;
char[] charArray = a.toCharArray();
temp = charArray[i];
charArray[i] = charArray[j];
charArray[j] = temp;
return String.valueOf(charArray);
}
}
1. I want to know why can't this program process larger strings
2. I want to know how to fix this problem
Can you figure it out?
To solve this problem and check whether two strings are anagrams you don't actually need to generate every single permutation of the source string and then match it against the second one. What you can do instead, is count the frequency of each character in the first string, and then verify whether the same frequency applies for the second string.
The solution above requires one pass for each string, hence Θ(n) time complexity. In addition, you need auxiliary storage for counting characters which is Θ(1) space complexity. These are asymptotically tight bounds.
you're doing it in very expensive way and the time complexity here is exponential because your'e using permutations which requires factorials and factorials grow very fast , as you're doing permutations it will take time to get the output when the input is greater than 10.
11 factorial = 39916800
12 factorial = 479001600
13 factorial = 6227020800
and so on...
So don't think you're not getting an output for big numbers you will eventually get it
If you go something like 20-30 factorial i think i will take years to produce any output , if you use loops , with recursion you will overflow the stack.
fact : 50 factorial is a number that big it is more than the number of sand grains on earth , and computer surrender when they have to deal with numbers that big.
That is why they make you include special character in passwords to make the number of permutations too big that computers will not able to crack it for years if they try every permutations , and encryption also depends on that weakness of the computers.
So you don't have to and should not do that to solve it (because computer are not good very at it), it is an overkill
why don't you take each character from one string and match it with every character of other string, it will be quadratic at in worst case.
And if you sort both the strings then you can just say
string1.equals(string2)
true means anagram
false means not anagram
and it will take linear time,except the time taken in sorting.
You can first get arrays of characters from these strings, then sort them, and then compare the two sorted arrays. This method works with both regular characters and surrogate pairs.
public static void main(String[] args) {
System.out.println(isAnagram("ABCD", "DCBA")); // true
System.out.println(isAnagram("𝗔𝗕𝗖𝗗", "𝗗𝗖𝗕𝗔")); // true
}
static boolean isAnagram(String a, String b) {
// invalid incoming data
if (a == null || b == null
|| a.length() != b.length())
return false;
char[] aArr = a.toCharArray();
char[] bArr = b.toCharArray();
Arrays.sort(aArr);
Arrays.sort(bArr);
return Arrays.equals(aArr, bArr);
}
See also: Check if one array is a subset of the other array - special case

Dynamic Programming approach - Interleaving Parentheses

Below is my code for the problem described on https://community.topcoder.com/stat?c=problem_statement&pm=14635. It keeps track of possible interleaves (as described in the problem description given) through a static variable countPossible.
public class InterleavingParentheses{
public static int countPossible = 0;
public static Set<String> dpyes = new HashSet<>(); //used for dp
public static Set<String> dpno = new HashSet<>(); //used for dp
public static void numInterleaves(char[] s1, char[] s2, int size1, int size2){
char[] result = new char[size1+size2];
numInterleavesHelper(result,s1,s2,size1,size2,0,0,0);
}
public static void numInterleavesHelper(char[] res, char[] s1, char[] s2, int size1, int size2, int pos, int start1, int start2){
if (pos == size1+size2){
if (dpyes.contains(new String(res))){
countPossible+=1;
}
else{
if(dpno.contains(new String(res))){
countPossible+=0;
}
else if (isValid(res)){
dpyes.add(new String(res));
countPossible+=1;
}
else{
dpno.add(new String(res));
}
}
}
if (start1 < size1){
res[pos] = s1[start1];
numInterleavesHelper(res,s1,s2,size1,size2,pos+1,start1+1,start2);
}
if (start2 < size2){
res[pos] = s2[start2];
numInterleavesHelper(res,s1,s2,size1,size2,pos+1,start1,start2+1);
}
}
private static boolean isValid(char[] string){
//basically checking to see if parens are balanced
LinkedList<Character> myStack = new LinkedList<>();
for (int i=0; i<string.length; i++){
if (string[i] == "(".charAt(0)){
myStack.push(string[i]);
}
else{
if (myStack.isEmpty()){
return false;
}
if (string[i] == ")".charAt(0)){
myStack.pop();
}
}
}
return myStack.isEmpty();
}
}
I use the scanner class to put in the input strings s1 = "()()()()()()()()()()()()()()()()()()()()" and s2 = "()()()()()()()()()()()()()()()()()" into this function and while the use of the HashSet greatly lowers the time because duplicate interleaves are accounted for, large input strings still take up a lot of time. The sizes of the input strings are supposed to be at most 2500 characters and my code is not working for strings that long. How can i modify this to make it better?
Your dp set is only used at the end, so at best you can save an O(n), but you've already done many O(n) operations to reach that point so the algorithm completexity is about the same. For dp to be effective, you need to be reducing O(2^n) operations to, say O(n^2).
As one of the testcases has an answer of 487,340,184, then for your program to produce this answer, it would need that number of calls to numInterleavesHelper because each call can only increment countPossible by 1. The question asking for the answer "modulo 10^9 + 7" as well indicates that there is a large number expected as an answer.
This rules out things like creating every possible resulting string, most string manipulation, and counting 1 string at a time. Even if you optimized it, then the number of iterations alone makes it unfeasible.
Instead, think of algorithms that have about 10,000,000 iterations. Each string has a length of 2500. These constraints were chosen on purpose so that 2500 * 2500 fits within this number of iterations, suggesting a 2D dp solution.
If you create an array:
int ways[2501][2501] = new int[2501][2501];
then you want the answer to be:
ways[2500][2500]
Here ways[x][y] is the number of ways of creating valid strings where x characters have been taken from the first string, and y characters have been taken from the second string. Each time you add a character, you have 2 choices, taking from the first string or taking from the second. The new number of ways is the sum of the previous ones, so:
ways[x][y] = ways[x-1][y] + ways[x][y-1]
You also need to check that each string is valid. They're valid if each time you add a character, the number of opening parens minus the number of closing parens is 0 or greater, and this number is 0 at the end. The number of parens of each type in every prefix of s1 and s2 can be precalculated to make this a constant-time check.

Find every possible subset given a string [duplicate]

This question already has answers here:
Memory efficient power set algorithm
(5 answers)
Closed 8 years ago.
I'm trying to find every possible anagram of a string in Java - By this I mean that if I have a 4 character long word I want all the possible 3 character long words derived from it, all the 2 character long and all the 1 character long. The most straightforward way I tought of is to use two nested for loops and iterare over the string. This is my code as of now:
private ArrayList<String> subsets(String word){
ArrayList<String> s = new ArrayList<String>();
int length = word.length();
for (int c=0; c<length; c++){
for (int i=0; i<length-c; i++){
String sub = word.substring(c, c+i+1);
System.out.println(sub);
//if (!s.contains(sub) && sub!=null)
s.add(sub);
}
}
//java.util.Collections.sort(s, new MyComparator());
//System.out.println(s.toString());
return s;
}
My problem is that it works for 3 letter words, fun yelds this result (Don't mind the ordering, the word is processed so that I have a string with the letters in alphabetical order):
f
fn
fnu
n
nu
u
But when I try 4 letter words, it leaves something out, as in catq gives me:
a
ac
acq
acqt
c
cq
cqt
q
qt
t
i.e., I don't see the 3 character long word act - which is the one I'm looking for when testing this method. I can't understand what the problem is, and it's most likely a logical error I'm making when creating the substrings. If anyone can help me out, please don't give me the code for it but rather the reasoning behind your solution. This is a piece of coursework and I need to come up with the code on my own.
EDIT: to clear something out, for me acq, qca, caq, aqc, cqa, qac, etc. are the same thing - To make it even clearer, what happens is that the string gets sorted in alphabetical order, so all those permutations should come up as one unique result, acq. So, I don't need all the permutations of a string, but rather, given a 4 character long string, all the 3 character long ones that I can derive from it - that means taking out one character at a time and returning that string as a result, doing that for every character in the original string.
I hope I have made my problem a bit clearer
It's working fine, you just misspelled "caqt" as "acqt" in your tests/input.
(The issue is probably that you're sorting your input. If you want substrings, you have to leave the input unsorted.)
After your edits: see Generating all permutations of a given string Then just sort the individual letters, and put them in a set.
Ok, as you've already devised your own solution, I'll give you my take on it. Firstly, consider how big your result list is going to be. You're essentially taking each letter in turn, and either including it or not. 2 possibilities for each letter, gives you 2^n total results, where n is the number of letters. This of course includes the case where you don't use any letter, and end up with an empty string.
Next, if you enumerate every possibility with a 0 for 'include this letter' and a 1 for don't include it, taking your 'fnu' example you end up with:
000 - ''
001 - 'u'
010 - 'n'
011 - 'nu'
100 - 'f'
101 - 'fu' (no offense intended)
110 - 'fn'
111 - 'fnu'.
Clearly, these are just binary numbers, and you can derive a function that given any number from 0-7 and the three letter input, will calculate the corresponding subset.
It's fairly easy to do in java.. don't have a java compiler to hand, but this should be approximately correct:
public string getSubSet(string input, int index) {
// Should check that index >=0 and < 2^input.length here.
// Should also check that input.length <= 31.
string returnValue = "";
for (int i = 0; i < input.length; i++) {
if (i & (1 << i) != 0) // 1 << i is the equivalent of 2^i
returnValue += input[i];
}
return returnValue;
}
Then, if you need to you can just do a loop that calls this function, like this:
for (i = 1; i < (1 << input.length); i++)
getSubSet(input, i); // this doesn't do anything, but you can add it to a list, or output it as desired.
Note I started from 1 instead of 0- this is because the result at index 0 will be the empty string. Incidentally, this actually does the least significant bit first, so your output list would be 'f', 'n', 'fn', 'u', 'fu', 'nu', 'fnu', but the order didn't seem important.
This is the method I came up with, seems like it's working
private void subsets(String word, ArrayList<String> subset){
if(word.length() == 1){
subset.add(word);
return;
}
else {
String firstChar = word.substring(0,1);
word = word.substring(1);
subsets(word, subset);
int size = subset.size();
for (int i = 0; i < size; i++){
String temp = firstChar + subset.get(i);
subset.add(temp);
}
subset.add(firstChar);
return;
}
}
What I do is check if the word is bigger than one character, otherwise I'll add the character alone to the ArrayList and start the recursive process. If it is bigger, I save the first character and make a recursive call with the rest of the String. What happens is that the whole string gets sliced in characters saved in the recursive stack, until I hit the point where my word has become of length 1, only one character remaining.
When that happens, as I said at the start, the character gets added to the List, now the recursion starts and it looks at the size of the array, in the first iteration is 1, and then with a for loop adds the character saved in the stack for the previous call concatenated with every element in the ArrayList. Then it adds the character on its own and unwinds the recursion again.
I.E., with the word funthis happens:
f saved
List empty
recursive call(un)
-
u saved
List empty
recursive call(n)
-
n.length == 1
List = [n]
return
-
list.size=1
temp = u + list[0]
List = [n, un]
add the character saved in the stack on its own
List = [n, un, u]
return
-
list.size=3
temp = f + list[0]
List = [n, un, u, fn]
temp = f + list[1]
List = [n, un, u, fn, fun]
temp = f + list[2]
List = [n, un, u, fn, fun, fu]
add the character saved in the stack on its own
List = [n, un, u, fn, fun, fu, f]
return
I have been as clear as possible, I hope this clarifies what was my initial problem and how to solve it.
This is working code:
public static void main(String[] args) {
String input = "abcde";
Set<String> returnList = permutations(input);
System.out.println(returnList);
}
private static Set<String> permutations(String input) {
if (input.length() == 1) {
Set<String> a = new TreeSet<>();
a.add(input);
return a;
}
Set<String> returnSet = new TreeSet<>();
for (int i = 0; i < input.length(); i++) {
String prefix = input.substring(i, i + 1);
Set<String> permutations = permutations(input.substring(i + 1));
returnSet.add(prefix);
returnSet.addAll(permutations);
Iterator<String> it = permutations.iterator();
while (it.hasNext()) {
returnSet.add(prefix + it.next());
}
}
return returnSet;
}

Why will this java string routine not print the answer?

I have been working on the Project Euler problem 4. I am new to java, and believe I have found the answer (906609 = 993 * 913, by using Excel!).
When I print the line commented out, I can that my string manipulations have worked. I've researched a few ways to compare strings in case I had not understoof something, but this routine doesn't give me a result.
Please help me identify why it is not printing the answer?
James
public class pall{
public static void main(String[] args){
int i;
int j;
long k;
String stringProd;
for(i=994;i>992; i--){
for (j=914;j>912; j--){
k=(i*j);
stringProd=String.valueOf(k);
int len=stringProd.length();
char[] forwards=new char[len];
char[] back = new char[len];
for(int l=0; l<len; l++){
forwards[l]=stringProd.charAt(l);
}
for(int m=0; m<len;m++){
back[m]=forwards[len-1-m];
}
//System.out.println(forwards);
//System.out.println(back);
if(forwards.toString().equals(back.toString())){
System.out.println(k);}
}
}
}
}
You are comparing the string representation of your array. toString() doesn't give you what you think. For example, the below code makes it clear:
char[] arr1 = {'a', 'b'};
char[] arr2 = {'a', 'b'};
System.out.println(arr1.toString() + " : " + arr2.toString());
this code prints:
[C#16f0472 : [C#18d107f
So, the string representation of both the arrays are different, even though the contents are equal. This is because arrays don't override toString() method. It inherits the Object#toString() method.
The toString method for class Object returns a string consisting of
the name of the class of which the object is an instance, the at-sign
character #, and the unsigned hexadecimal representation of the hash
code of the object. In other words, this method returns a string equal
to the value of:
getClass().getName() + '#' + Integer.toHexString(hashCode())
So, in the above output, [C is the output of char[].class.getName(), and 18d107f is the hashcode.
You can't also compare the arrays using forward.equals(back), as arrays in Java don't override equals() or hashCode() either. Any options? Yes, for comparing arrays you can use Arrays#equals(char[], char[]) method:
if (Arrays.equals(forward, back)) {
System.out.println(k);
}
Also, to get your char arrays, you don't need those loops. You can use String#toCharArray() method. And also to get the reverse of the String, you can wrap the string in a StringBuilder instance, and use it's reverse() method:
char[] forwards = stringProd.toCharArray();
char[] back = new StringBuilder(stringPod).reverse().toString().toCharArray();
And now that you have found out an easy way to reverse a string, then how about using String#equals() method directly, and resist creating those character arrays?
String stringPod = String.valueOf(k);
String reverseStringPod = new StringBuilder(stringPod).reverse().toString()
if (stringPod.equals(reverseStringPod)) {
System.out.println(k);
}
Finally, since it is about project euler, which is about speed and mostly mathematics. You should consider avoiding String utilities, and do it with general division and modulus arithmetic, to get each individual digits, from beginning and end, and compare them.
To convert a string to char[] use
char[] forward = stringProd.toCharArray();
To convert a char[] to String, use String(char[]) constructor:
String backStr = new String(back); // Not the same as back.toString()
However, this is not the most performant solution, for several reasons:
You do not need to construct a back array to check if a string is a palindrome - you can walk the string from both ends, comparing the characters as you go, until you either find a difference or your indexes meet in the middle.
Rather than constructing a new array in a loop, you could reuse the same array - in case you do want to continue with an array, you could allocate it once for the maximum length of the product k, and use it in all iterations of your loop.
You do not need to convert a number to string in order to check if it is a palindrome - you can get its digits by repeatedly taking the remainder of division by ten, and then dividing by ten to go to the next digit.
Here is an illustration of the last point:
boolean isPalindrome(int n) {
int[] digits = new int[10];
if (n < 0) n = -n;
int len = 0;
while (n != 0) {
digits[len++] = n % 10;
n /= 10;
}
// Start two indexes from the opposite sides
int left = 0, right = len-1;
// Loop until they meet in the middle
while (left < right) {
if (digits[left++] != digits[right--]) {
return false;
}
}
return true;
}

Generate all words using Java

I want to know how to generate all words using java from specified characters and length
String first[]={"a","b","c","d","e","f","g","h","i","j","k","l","m","n","o","p","q","r","s","t","u","v","w","x","y","z"};
String second[]={"a","b","c","d","e","f","g","h","i","j","k","l","m","n","o","p","q","r","s","t","u","v","w","x","y","z"};
String ch ="";
String total[];
for(int i = 0;i<26;i++) {
for(int j = 0;j<26;j++) {
ch+=first[i]+first[j];
System.out.println(ch);
}
}
I get only 576 words only by this program, but the 26! words is 4.03291461 × 10^26
How to write the program in java?
public class Words {
static char[] alphabet = "abcdefghijklmnopqrstuvwxyz".toCharArray();
static void generate(StringBuilder sb, int n) {
if (n == sb.length()) {
System.out.println(sb.toString());
return;
}
for (char letter : alphabet) {
sb.setCharAt(n, letter);
generate(sb, n + 1);
}
}
public static void main(String[] args) {
StringBuilder sb = new StringBuilder();
for (int length = 2; length <= 5; length++) {
sb.setLength(length);
generate(sb, 0);
}
}
}
This generates all 2-letters, 3-letters, 4-letters, and 5-letters "words". It uses a standard recursive algorithm.
See also
Given an array of integers [x0 x1 x2], how do you calculate all possible permutations from [0 0 0] to [x0 x1 x2]?
On a more mathematical note, people often confuse what the term "permutation" means. Yes, there are 26! permutations of the 26 letters a-z -- that's A LOT of strings, but this does not include aa, ab, etc. It includes all strings where the 26 letters each appear exactly once.
Consider what you're doing:
you're looping through the first array once, and looping through the second once for each iteration through that loop.
That's going to yield you a total of 26^2 results, or 676 (not 576).
And the way you're constructing the output is very specific, check what you get and you'll notice a highly explicit pattern in there.
The second array of course is never used at all, so completely superfluous.
The solution is to write out on paper how you'd go about it were you to attempt it by hand, then attempt to translate that into code.
For one you're not going to want to have only words of a specific length (which you get) or specific patterns of letters (which you also get).
but the 26! words is 4.03291461 × 1026
how to write the program in java
You don't write that program in Java or any other language. It would be pointless because it would literally take billions of years to finish.
But the number is also completely wrong for your intended result in the comments. 26! is the number of permutations, i.e. the different ways to order 26 elements without repetition. The number of words would be 26^n, where n is the length.
Here's my solution. It's kind of quick, so don't be too hard on the optimization.
public static void printWords(int length) {
if (length < 1)
throw new IllegalArgumentException();
printWordsRec("", length);
}
private static void printWordsRec(String base, int length) {
for (char c = 'a'; c <= 'z'; c++) {
if (length == 1) {
System.out.println(base + c);
}
else {
printWordsRec(base + c, length - 1);
}
}
}

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