J2EE Maven Eclipse Hello World Tutorial Part Two

Hello World Beginner Tutorial using J2EE and Maven

This is part two of J2EE application with maven continued from Part One.

If you haven’t accomplished J2EE with Maven tutorial, please first complete it by going here

Maven relies highly on the pom.xml file that we would put on the project root folder. Lets do that.

In this part of J2EE tutorial and Maven tutorial, we will proceed from creating a pom.xml file which is the heart of maven.

3 Create the pom and compile the project using maven.

3.a put the following pom file in the MavenEclipseJ2EE directory.
Continue reading J2EE Maven Eclipse Hello World Tutorial Part Two

Java solution for checking anagram strings – tell if phrases are anagrams

Anagram Algorithm in Java solving if two strings are anagrams or not

This is the java solution for checking if the given two strings are anagrams or not. For the examples of anagrams and the approach I used and analysis of the code, see analysis of anagram algorithm

Find missing numbers from billion number lists with limited memory

Anagram algorithm in Java solution

package algorithm;

import java.util.Arrays;

 * Determine if the given two strings are anagrams or not 
 * A solution in java programming language
 * @author https://gullele.com
 * Analysis - this would run in o(nlogn) for the sorting part and all other others would be in o(n)
 * Hence it is o(nlogn) + o(n) ==> o(nlogn) assuming worst case sorting.
public class Anagram implements AnagramFinder {

	public static void main(String string[]) {
		String string1 = "Debit Card ";
		String string2 = "bad credit";
		AnagramFinder anagramFinder = new Anagram();
		if (anagramFinder.areAnagrams(string1, string2)) {
		} else {
			System.out.println("Not Anagrams");
	public Anagram() {
	 * Verify if the given words are anagrams or not
	public boolean areAnagrams(String s1, String s2) {
		if (s1 == null || s2 == null) { //I don't think we would assume null is anagram at all..
			return false;
		//get rid of the spaces 
		s1 = s1.replaceAll("\\s+", "").toLowerCase();
		s2 = s2.replaceAll("\\s+", "").toLowerCase();
		//no need to proceed if the length is not the same. assumed the anagrams are the same in length
		if (s1.length() != s2.length()) {
			return false;
		//then order the string in characters
		char[] ordereds1 = sortChars(createCharArray(s1)); //o(nlogn)
 	 	char[] ordereds2 = sortChars(createCharArray(s2)); //o(nlogn)
 	 	//first thing first, if the size is not the same, then we are done
 	 	int index = 0;
 	 	while (index < ordereds1.length) { //this would run o(n)
 	 		if (ordereds1[index] != ordereds2[index]) {
 	 			return false;
		return true;
	 * Takes the string and converts it to characters
	 * @param string
	 * @return
	private char[] createCharArray(String string) {
		return new char[string.length()];
	 * if I have to implement it I can use quick sort and make it at least n(logn)
	 * @param chars
	 * @return array
	private char[] sortChars(char[] chars) {
		return chars;

The above anagram algorithm solution is in java but it can be performed in any programming language.

Check if two strings are anagrams or not

Are the two strings or phrases anagrams or not algorithm

First thing first, What is anagram?

Anagrams are phrases/words of which one can be created from the other with rearrangement of characters.

Examples of anagram strings:

Debit card and bad credit
George Bush and He Bugs Gore

Now, given two strings, how would do find if the strings are anagrams or not.

The approach I used is a follows:

1. remove the space out of the strings
2. compare the length of strings, if they don’t match, they ain’t anagrams
3. sort the characters of each string
4. check character by character and see if they match till the end

This is approach I used with o(nlogn) because of the sorting part. All the others can be done in o(n)

A java solution for anagram algorithm

No Persistence provider for EntityManager named Hibernate error

No Persistence provider for EntityManager named

If you are working on hibernate, then there are two ways to provide the configuration to it. Either you would be using hibernate.cfg.xml or persistence.xml

In both cases, hibernate would be using the information like the connection string information and classes associated with tables.

If you are using persistence.xml and you are getting No Persistence provider for EntityManager named error, then there the following would be an issue and here is how you solve those.
Continue reading No Persistence provider for EntityManager named Hibernate error

missing numbers in billion records

Finding missing numbers from billion sequential number list file

You are given a billion numbers but some are missing

This is interesting algorithm question. With my first attempt I have tried it with o(n**2) which needs improvement of course.

Do you know how to find complementary numbers in given array?

The question in detail

You are given a randomly listed billion numbers, from 1 to billion that is. And there are a couple of numbers missing from this list.

The task is to find those missing numbers from a billion list, and you are given a very limited memory resource – you can assume storage is not an issue.

How I proceed with this solution

Continue reading Finding missing numbers from billion sequential number list file

apache error

Java Tomcat error: can not access a member of class with modifiers

Class org.apache.catalina.core.DefaultInstanceManager can not access a member of class with modifiers “” sun.reflect.Reflection.ensureMemberAccess(Reflection.java:102)

If you are on tomcat/or anyother webserver for J2EE and getting this error, then the most probable servlet you have would look like this

package package;

import java.io.IOException;
import java.io.PrintWriter;
import javax.servlet.http.HttpServlet;
import javax.servlet.http.HttpServletRequest;
import javax.servlet.http.HttpServletResponse;

class MyServletClass extends HttpServlet {

The fix:

You have missed the class modifier public

public class MyServletClass

Should solve the problem

pass all the jars in classpath when compiling java

How to pass multiple jar files while using javac – compiling java classes

If you have single jar file, you can pass as: lets assume you are compiling file.java

javac path/to/file.java -classpath "path/to/jar/file.jar" -d classpath

But how about if you have multiple jar files to be included in the class path?

If you are on windows you can list the jar files separated by semi colon(;) and in unix you can pass with colon(:)

javac path/to/java/file.java -classpath "file1.jar:file2.jar:dir/*"

The last example is for unix environment but you can apply it to windows with proper path and semicolon

find and replace in vi vim

Search and replace in vim

Find and replace text strings in vim file

It is one of the most frequent task you might do while working on vim.

Here are some of the most used ones

1. Find and search a single string and replace the first occurrence only

The above code would search for “search” and replaces it with “replace” and it would do it only once

2. Find all occurrences of the string and replace those

In this case all strings in the file with “search” would be replaced by “replace”

3. Find and ask for confirmation before changing it

It would do the usual task but this time it would ask for confirmation before it changes it.

You can do search and replace in vi or vim using the above command being on vim. Don’t forget to be out of the update mode otherwise you would just be writing the above commands.

find complementary numbers

Find K Complementary numbers from array Java implementation

Find K complementary numbers from the given array

This is another approach to the problem that I have done it here. On that post, a good deal of visitors pointed out that it is actually o(n*n) not o(n) as I claimed.

Yes, the naive usage of Hashmap for holding the numbers has soared the performance and I have changed the approach as follows.

To remind the k complementary problem and its solution, you are given array of numbers and a number k of which you are going to find numbers that give k complementary. The following is an example of it.

The problem is, given numbers like 7, 1, 5, 6, 9, 3, 11, -1 and given number 10, write a script that would print numbers that would add to 10. In the example, it would be like
7 and 3, 1 and 9, -1 and 11.

Thanks Reda and mtrad for your correction.

package algorithm;

import java.util.ArrayList;
import java.util.List;

 * Algorithm to find the pairs making the K complementary in O(n) complexity
 * @author http://gullele.com
public class KComplementary2 {
	public static void main(String[] args) {
		KComplementary2 kcomp = new KComplementary2();
		int[] numbers = new int[]{7, 1, 5, 6, 9, 3, 11, -1};
		for (Integer number : kcomp.getKComplementaryPairs(10, numbers)) {
			System.out.println(" Pairs are "+ number + " and " + (10-number));
	public KComplementary2() {}
	 * An algorithm to find the pair from the given array that would sum up the given K
	 * @note - the algorithm would be done in o(n)+o(nlogn). First it will run through the whole 
	 * numbers and creates a temporary list of pairs in HashMap with 
	 * (value, sum-value). 
	 * @param sum
	 * @param listOfIntegers
	 * @return
	public List getKComplementaryPairs(int sum, int[] listOfIntegers) {
		 * The algorithm works using front and last pointers on ascendingly sorted array. The front would be 
		 * instantiated with 0 and last with length-1; if the arr[front]+arr[last] == sum, then pick
		 * the numbers and add them to the pair array.
		 * if their sum is greater than sum, it means time to check the  second higher number that is lower
		 * than the current highest number. And the reverse would hold true if the sum is less than the sum
		 * time to move to the next higher number from the lower side.
		if (listOfIntegers == null || listOfIntegers.length == 0) {
			return null;
		//quick sort the array 
		quickSort(0, listOfIntegers.length-1, listOfIntegers);
		int[] sortedArray = listOfIntegers;
		//holder for the complementary pairs
		List pairs = new ArrayList();
		int frontPointer = 0;
		int lastPointer = sortedArray.length-1;
		while (frontPointer < lastPointer) {
			int currentSum = sortedArray[frontPointer] + sortedArray[lastPointer];
			if (currentSum == sum) {
				 * Since sum is found, increment front and decrement last pointer
				 * Only one number is required to be hold, the other can be found 
				 * from sum-number since complementary 
				pairs.add(sortedArray[frontPointer]);//adding is o(1)
			} else if (currentSum > sum) {
			} else {
		return pairs;
	 * sort the numbers. I have used quick sort here. QuickSort is nlogn in average case 
	 * well, in worst case it still would be n**2 though :(
	 * @param numbers
	 * @return sorted array numbers.
	public void quickSort(int lowerIndex, int higherIndex, int[] numbers) {
		 * Recursively inarray sort. Start from arbitrary value to compare from and recursively sort its 
		 * left and right.
		int pivot = lowerIndex+(higherIndex-lowerIndex)/2;
		int lower = lowerIndex;
		int higher = higherIndex;
		while (lower < higher) {
			while (numbers[lower] < numbers[pivot]) {
			while (numbers[higher] > numbers[pivot]) {
			//swap those needed to be on the left on those on the right.
			if (lower <= higher) {
				int temp = numbers[lower];
				numbers[lower] = numbers[higher];
				numbers[higher] = temp;
		if (lowerIndex < higher) {
			quickSort(lowerIndex, higher, numbers);
		if (lower < higherIndex) {
			quickSort(lower, higherIndex, numbers);

Love algorithms? See how you would solve the following

Can you find the three numbers that would sum to T from given array?

From a file of billion numbers, find missing numbers with limited memory

Find longest palindrom from sequence of characters

Given the string, find the longest palindrom you can form from it

 * @author gullele.com
public class LongestPalindrom {
	public static void main(String[] args) {
		LongestPalindrom longest = new LongestPalindrom();
	public String longest(String string) {
		if (string.length() == 0 || string == null) {
			return "";

		StringBuffer palindrom = new StringBuffer();
		Map charBag = new HashMap();
		for (Character c : string.toCharArray()) {
			int totalChar = charBag.get(c) != null ? charBag.get(c) : 0;
			if ((totalChar + 1) % 2 == 0) {
				palindrom = palindrom.insert(0, c);
			charBag.put(c, ++totalChar);
		if (charBag.size() > 0) {
			Iterator it = charBag.entrySet().iterator();
			Map.Entry pair = (Map.Entry)it.next();
			String c = pair.getKey().toString();
			palindrom.insert(palindrom.length()/2, c);
		return palindrom.toString();