In this tutorial, the author explains the cryptography-related concepts and packages in JDK, with code examples. Many of the concepts and technical terms thus learnt will be useful in understanding the Cryptography API in MFC also.

There are three security-related packages in JDK1.4, as follows:

1.

2.

3.

( Prior to JDK1.4, many of these packages were not available within the JDK and had to be separately installed and used. But, JDK1.4 has incorporated all these within JDK itself).

Understanding the terminology of these important packages requires that we have some familiarity with the technical terms used in the field of Network Security. We can begin by saying that secure communication ,should ensure the following.

There are three security-related packages in JDK1.4, as follows:

1.

**JCA/JCE**(Java Cryptography Architecture & Java Cryptography Extensions)2.

**JSSE**( Java Secure-Sockets Extension).3.

**JAAS**( Java Authentication & Auhorization Service)( Prior to JDK1.4, many of these packages were not available within the JDK and had to be separately installed and used. But, JDK1.4 has incorporated all these within JDK itself).

Understanding the terminology of these important packages requires that we have some familiarity with the technical terms used in the field of Network Security. We can begin by saying that secure communication ,should ensure the following.

- Integrity
- Confidentiality
- Authentication
- Non-repudiation

[ There is also another requirement (ie). Authorization and it is more to protect resources and programs from users, than with communicating the data. JAAS deals with that].

These are all standard terms used in Security. When a person, say, Sam, wants to send some information to Tom, it must be ensured that the information thus sent, is not tampered with or altered on the way. This is known as Data Integrity.

Secondly, the information is meant only for Tom and so no one else should be able to understand the message. This is known as Confidentiality. There should be some indication that the message came from Sam and there should be some proof for that. This is Identification. Authentication, that the message came from Sam is provided by Digital Signature. There should preferably be a trusted third party to vouchsafe for the identity and signature of Sam. This is achieved by Digital Certificate, which authenticates the signature of Sam. Besides these, sometimes it is equally important that Sam should not be able to say later that he did not send the message to Tom and the message was actually sent by someone else ,in his name. This is ensuring Non-repudiation. This purpose also is served by Digital signature. We will now see step-by-step development of these concepts. Except 'Authorization', other things can be understood in the context of everyday exchange of information.

Confidentiality is achieved by using Cryptography techniques. For the sake of simple illustration, let us assume that Sam wants to send a message to Tom.( By convention, two persons Alice & Bob are chosen for illustration, because the original thesis made use of these names. Let us use Sam and Tom instead). Sam does not want his message to be understood by anybody else except Tom. So, he encrypts it. When Tom receives the encrypted message, he 'decrypts' it, so that he can read the original message. The original message is known as 'plaintext'. After Encryption, it becomes 'cipher text'. The process of converting the cipher text into the original plaintext is known as Decryption. A 'key' is used for controlling Encryption and Decryption.

There are two types of key-based encryption algorithms, namely, Symmetric algorithm and Asymmetric Algorithm.

In this scheme, when Sam wants to send a message to Tom, he encrypts the message by the mutually agreed secret-key and then sends the cipher text to Tom. Tom uses the same secret key and decrypts the message and reads it.

Symmetric key system is faster than the Asymmetric system but the problem of agreeing on mutual secret key and preserving the secrecy of the key while communicating it over the network, led to the development of Asymmetric key systems.

Some of the Symmetric key Algorithms are as follows: (Most of them are implemented in JCA/JCE).

1.

It has different modes of operation.

These are all standard terms used in Security. When a person, say, Sam, wants to send some information to Tom, it must be ensured that the information thus sent, is not tampered with or altered on the way. This is known as Data Integrity.

Secondly, the information is meant only for Tom and so no one else should be able to understand the message. This is known as Confidentiality. There should be some indication that the message came from Sam and there should be some proof for that. This is Identification. Authentication, that the message came from Sam is provided by Digital Signature. There should preferably be a trusted third party to vouchsafe for the identity and signature of Sam. This is achieved by Digital Certificate, which authenticates the signature of Sam. Besides these, sometimes it is equally important that Sam should not be able to say later that he did not send the message to Tom and the message was actually sent by someone else ,in his name. This is ensuring Non-repudiation. This purpose also is served by Digital signature. We will now see step-by-step development of these concepts. Except 'Authorization', other things can be understood in the context of everyday exchange of information.

Confidentiality is achieved by using Cryptography techniques. For the sake of simple illustration, let us assume that Sam wants to send a message to Tom.( By convention, two persons Alice & Bob are chosen for illustration, because the original thesis made use of these names. Let us use Sam and Tom instead). Sam does not want his message to be understood by anybody else except Tom. So, he encrypts it. When Tom receives the encrypted message, he 'decrypts' it, so that he can read the original message. The original message is known as 'plaintext'. After Encryption, it becomes 'cipher text'. The process of converting the cipher text into the original plaintext is known as Decryption. A 'key' is used for controlling Encryption and Decryption.

There are two types of key-based encryption algorithms, namely, Symmetric algorithm and Asymmetric Algorithm.

**I ). Symmetric Algorithm**: This algorithm uses the same key for encryption and decryption. This is also known as 'Secret key'.In this scheme, when Sam wants to send a message to Tom, he encrypts the message by the mutually agreed secret-key and then sends the cipher text to Tom. Tom uses the same secret key and decrypts the message and reads it.

Symmetric key system is faster than the Asymmetric system but the problem of agreeing on mutual secret key and preserving the secrecy of the key while communicating it over the network, led to the development of Asymmetric key systems.

Some of the Symmetric key Algorithms are as follows: (Most of them are implemented in JCA/JCE).

1.

**DES**( Data-Encryption-Standard).. developed in 1970 and recommended by US government. Though it is not fool-proof, it is considered to be sufficiently safe and is in wide use.It has different modes of operation.

- Electronic Cook book ( ECB)
- Cipher Block Chaining ( CBC)
- Output Feedback Mode (OFB)
- Cipher Feedback Mode ( CFB)

2. )

An improved and very safe method of DES.

3. )

An important advantage of Secret-key algorithm is that a hardware-approach is possible. This results in very high speed encryption. The hardware implementation by a VLSI chip can be about 20 times faster than the corresponding software implementation! IDEA has been implemented in hardware.

4. )

5. ) There is also a method known as Password-Based Encryption (

Ready-made implementations for many of these algorithms are available in SunJCA/JCE and the programmer just chooses the desired algorithm and uses it. No deep knowledge of the mathematical theory of the algorithms or how these algorithms are implemented ,is required .Such topics are highly mathematical and are dealt with in books on Cryptography .

This algorithm is also known as 'Public Key' algorithm. There are two keys in this scheme. One key is known as 'public key' and the other key is known as 'private key'.( It should be noted that 'secret key' does not mean 'private key'.)

The basic theory of Public key Cryptography was developed by two research workers at Stanford University Diffie & Hellman in 1976. The DH algorithm is known as Key-Agreement method. RSA algorithm is an implementation , named after the initials of the three academics who invented it. ( Rivest, Shamir & Adleman). RSA is the defacto standard. Another Asymmetric algorithm is DSA ( Digital Signature Algorithm). Yet another algorithm is known as ECC (Elliptic-Curve Cryptography). It is reputed to be very efficient and fast.

**Triple DES**( also known as DESede) ..An improved and very safe method of DES.

3. )

**IDEA**(International Data Encryption Algorithm). This is used in PGP ( Pretty-Good-Privacy method of secure Email).An important advantage of Secret-key algorithm is that a hardware-approach is possible. This results in very high speed encryption. The hardware implementation by a VLSI chip can be about 20 times faster than the corresponding software implementation! IDEA has been implemented in hardware.

4. )

**Blowfish.**..This algorithm was designed by Bruce Schneier. It is not patented and he has placed the implementation in public domain.5. ) There is also a method known as Password-Based Encryption (

**PBE**). We will have a brief description of this method ,with code example, shortly.Ready-made implementations for many of these algorithms are available in SunJCA/JCE and the programmer just chooses the desired algorithm and uses it. No deep knowledge of the mathematical theory of the algorithms or how these algorithms are implemented ,is required .Such topics are highly mathematical and are dealt with in books on Cryptography .

**II ). Asymmetric Algorithms**This algorithm is also known as 'Public Key' algorithm. There are two keys in this scheme. One key is known as 'public key' and the other key is known as 'private key'.( It should be noted that 'secret key' does not mean 'private key'.)

The basic theory of Public key Cryptography was developed by two research workers at Stanford University Diffie & Hellman in 1976. The DH algorithm is known as Key-Agreement method. RSA algorithm is an implementation , named after the initials of the three academics who invented it. ( Rivest, Shamir & Adleman). RSA is the defacto standard. Another Asymmetric algorithm is DSA ( Digital Signature Algorithm). Yet another algorithm is known as ECC (Elliptic-Curve Cryptography). It is reputed to be very efficient and fast.

[ However, SunJCA/JCE does not provide ready-made implementation for ECC.]

The public key and private key are known as 'keypair'. The public key and private key are mathematically related in the sense that if a message is encrypted by using a particular public key, it can be decrypted by the corresponding private key and vice-versa (ie) the data can also be encrypted by using a private key and can be decrypted by the corresponding public key, and not by any other public key. But the problem is that any person who knows Sam's public key can decrypt the message. So, RSA system uses public key of the recipient to encrypt the data.( But, the private key cannot be derived from public key. Similarly, the public key cannot be derived from private key).

The Asymmetric system has another use as well. It can be used for creating the Digital Signature, to ensure that the message came from Sam. Though the message itself can be signed without creating a digest, the usual method is to sign the message digest, so that Integrity of data also can be ensured.

A 'Message Digest' is a digital fingerprint. It is often referred to simply as a digest ( summary) or hash. It is an one-way process ( ie) it is impossible to reconstruct the original from the hash.

When Sam wants to send a secure message, he passes the message through a Message Digest engine. The result is a hash.

He then encrypts the hash by using Sam's private key.( This encryption is done on the hash and not on the data). Thus we get the Digital Signature.

Finally, Sam encrypts the original message using Tom's Public key. After this, Sam sends the package to Tom.

At the receiving end, Tom uses his (Tom's) private key to decrypt the message. By using Sam's public key, he decrypts the digital signature and so gets the original hash( hash1). Using the same one way hash algorithm on the text message, Tom creates another hash( hash2).If hash2 exactly matches hash1, it means that the data has not been altered in transit. Thus, we get assurance of Confidentiality and Data Integrity. It also ensures the identity of the sender, becuase the the hash1 was obtained by using the public key of Sam to decrypt the package.

If the public key of Sam, used by Tom, has the added assurance from a certificate authority that it really belongs to Sam, this is a clear-cut method with no problems except that it is not suitable if the message being encrypted is of large size. Besides satisfying the requirements of Authentication, Confidentiality, Integrity and Non-Repudiation, we should also ensure that the process is fast, in Enterprise level. The method outlined above is slow and so may not be suitable for large messages. Otherwise, it is a satisfactory method.

(We will describe a hybrid method used for large messages, shortly).

Sometimes, it may be enough if there is Authentication and Non-Repudiation, without confidentiality. In such cases, it is enough if Sam sends the message-digest encrypted by Sam's privatekey ,along with the plaintext.

Just now , we saw that Tom made use of Sam's public key to verify his Digital Signature. How does Tom get to know the public key of Sam? Sam could have published his public key in the internet or could have sent it to Tom, personally. A person's public key can be freely published and shared and for this reason, anybody can use it , not necessarily Sam. A Digital signature of Sam can be verified only if Sam's public key is available to Tom but as it is a public key, impersonation is possible. A trusted third-party is required to certify that the said key is really Sam's public key. This is known as Digital Certificate and the authorities who issue such certifictes are Certifying Authority.

When Sam wants his public key to be certified by a CA, he generates a keypair and sends the public key to an appropriate CA with some proof of his identification.

The CA checks the identification and then after satisfying that the key has not been modified in transit, issues a certificate relating the public key of Sam with his identity, by signing the public key of Sam with the private key of the CA. The standard format of issuing the certificate is known as X509.

Who is to attest the CA themselves? The CA are self-attested.

The PKI standard has been developed by RSA Security Systems in collaboration with Industry leaders like SUN, IBM and Microsoft and is the industry standard.

A certificate becomes invalid after the expiry of validation period. Sometimes, the private key associated with a public key gets compromised ( ie) exposed, and in that case also, the certificate should be withdrawn( revoked). The owner of the private key also may like to change it. The CA publishes a list of such defunct certificates and Tom should verify that Sam's certificate is still valid, before important transactions.

Digital Signature makes use of Sam's private key to sign the hash. An alternative to Digital Signature is to use a secret key to encrypt the hash. By its very definition, secret key is common to both Sam & Tom. So Tom can use the secret key at his end and get back the hash. The code thus generated by mixing the hash and the secret key is known as MAC. Digital Signature is better than MAC because it does not need any 'secret' key. In the context of E-Commerce, where there are thousands of parties , secret key administration is always very difficult.

The scheme outlined above is suitable for most purposes. However, for very large amounts of data, encryption and decryption of data by public-key systems becomes time consuming and requires large resources. In such cases, it is preferred to use Symmetric Encryption systems with some modifications. Hybrid Systems make use of Asymmetric method for agreeing upon a secret key and the actual encryption and decryption of data is done by this secret key. Some such method is the usual Industrial practice. The Secret key used here is valid only for a particular instance of transmission of message and so is usually called 'session-key'. ( This is not the 'session' as usually understood in servlates, because this is an one-time operation).

An illustration of Hybrid method is a Digital Envelope. In this scheme, Sam encrypts the message by a random Secret key, ( known as DEK i.e. Data-Encryption-key or session key). Next Sam encrypts this session key with Tom's public key. At this stage, Sam sends both the encrypted message and the encrypted session key to Tom.

At the receiving end, Tom uses his private key to get the session key. Using this session key, Tom decrypts the message. As Symmetric method is about 1000 times faster than Asymmetric method , this is a good combination. Though public key method also has been used here, it is only for encrypting the session key and not the message. This can be further improved by creating a hash of the message and signing it. Also, there is no permanent Secret key between Sam & Tom, and the required secret key is produced just as required and then discarded after the job. Thus, the method is fast and secure.

With this background information, let us now see some simple code examples, specific to JDK.

There are a number of Cryptographic Engines in Sun JCA & Sun JCE. They are listed below.

It will be immediately evident that the names will be Greek & Latin to us , unless we have a background in Crypto terminology. That is why, a broad outline was given. The function of some of the engines will be evident from the earlier discussion. A few more of the remaining items will be clear when we deal with code examples.

The public key and private key are known as 'keypair'. The public key and private key are mathematically related in the sense that if a message is encrypted by using a particular public key, it can be decrypted by the corresponding private key and vice-versa (ie) the data can also be encrypted by using a private key and can be decrypted by the corresponding public key, and not by any other public key. But the problem is that any person who knows Sam's public key can decrypt the message. So, RSA system uses public key of the recipient to encrypt the data.( But, the private key cannot be derived from public key. Similarly, the public key cannot be derived from private key).

**RSA**method is the most widely used scheme. When Sam wants to send a secret message to Tom, he should know the public key of Tom to begin with.( Just as we should know the mail-id of our friend first, if we want to send email to him). Sam encrypts the message by using Tom's public key and sends it to Tom. At the receiving end, Tom uses his (Tom's) private key and decrypts the letter and reads it. The advantage of this scheme is that it ensures that only Tom will be able to read the message, as only his private-key can decrypt the message encrypted with his public key. A person's private key need never be known to anyone else and there is no sharing the key with another person. Only the public key needs to be informed to others. ( like the difference in sharing our mail-id and sharing our password!). Thus key-administration problem is less.**Digital Signature & Message Digest**The Asymmetric system has another use as well. It can be used for creating the Digital Signature, to ensure that the message came from Sam. Though the message itself can be signed without creating a digest, the usual method is to sign the message digest, so that Integrity of data also can be ensured.

A 'Message Digest' is a digital fingerprint. It is often referred to simply as a digest ( summary) or hash. It is an one-way process ( ie) it is impossible to reconstruct the original from the hash.

**MD5**(MessageDigest-5) and**SHA-1**( Secure Hash Algorithm) are two examples of such Digesting algorithms. These two are provided in Sun security package.MD5 accepts some input and produces a 128-bit message digest. SHA-1 is more secure and produces a 160-bit message digest.When Sam wants to send a secure message, he passes the message through a Message Digest engine. The result is a hash.

He then encrypts the hash by using Sam's private key.( This encryption is done on the hash and not on the data). Thus we get the Digital Signature.

Finally, Sam encrypts the original message using Tom's Public key. After this, Sam sends the package to Tom.

At the receiving end, Tom uses his (Tom's) private key to decrypt the message. By using Sam's public key, he decrypts the digital signature and so gets the original hash( hash1). Using the same one way hash algorithm on the text message, Tom creates another hash( hash2).If hash2 exactly matches hash1, it means that the data has not been altered in transit. Thus, we get assurance of Confidentiality and Data Integrity. It also ensures the identity of the sender, becuase the the hash1 was obtained by using the public key of Sam to decrypt the package.

If the public key of Sam, used by Tom, has the added assurance from a certificate authority that it really belongs to Sam, this is a clear-cut method with no problems except that it is not suitable if the message being encrypted is of large size. Besides satisfying the requirements of Authentication, Confidentiality, Integrity and Non-Repudiation, we should also ensure that the process is fast, in Enterprise level. The method outlined above is slow and so may not be suitable for large messages. Otherwise, it is a satisfactory method.

(We will describe a hybrid method used for large messages, shortly).

Sometimes, it may be enough if there is Authentication and Non-Repudiation, without confidentiality. In such cases, it is enough if Sam sends the message-digest encrypted by Sam's privatekey ,along with the plaintext.

**Digital Certificate**Just now , we saw that Tom made use of Sam's public key to verify his Digital Signature. How does Tom get to know the public key of Sam? Sam could have published his public key in the internet or could have sent it to Tom, personally. A person's public key can be freely published and shared and for this reason, anybody can use it , not necessarily Sam. A Digital signature of Sam can be verified only if Sam's public key is available to Tom but as it is a public key, impersonation is possible. A trusted third-party is required to certify that the said key is really Sam's public key. This is known as Digital Certificate and the authorities who issue such certifictes are Certifying Authority.

**Public Key Infrastructure( PKI)**When Sam wants his public key to be certified by a CA, he generates a keypair and sends the public key to an appropriate CA with some proof of his identification.

The CA checks the identification and then after satisfying that the key has not been modified in transit, issues a certificate relating the public key of Sam with his identity, by signing the public key of Sam with the private key of the CA. The standard format of issuing the certificate is known as X509.

Who is to attest the CA themselves? The CA are self-attested.

The PKI standard has been developed by RSA Security Systems in collaboration with Industry leaders like SUN, IBM and Microsoft and is the industry standard.

**Certificate-Revocation**A certificate becomes invalid after the expiry of validation period. Sometimes, the private key associated with a public key gets compromised ( ie) exposed, and in that case also, the certificate should be withdrawn( revoked). The owner of the private key also may like to change it. The CA publishes a list of such defunct certificates and Tom should verify that Sam's certificate is still valid, before important transactions.

**Message-Authentication-Code ( MAC)**Digital Signature makes use of Sam's private key to sign the hash. An alternative to Digital Signature is to use a secret key to encrypt the hash. By its very definition, secret key is common to both Sam & Tom. So Tom can use the secret key at his end and get back the hash. The code thus generated by mixing the hash and the secret key is known as MAC. Digital Signature is better than MAC because it does not need any 'secret' key. In the context of E-Commerce, where there are thousands of parties , secret key administration is always very difficult.

The scheme outlined above is suitable for most purposes. However, for very large amounts of data, encryption and decryption of data by public-key systems becomes time consuming and requires large resources. In such cases, it is preferred to use Symmetric Encryption systems with some modifications. Hybrid Systems make use of Asymmetric method for agreeing upon a secret key and the actual encryption and decryption of data is done by this secret key. Some such method is the usual Industrial practice. The Secret key used here is valid only for a particular instance of transmission of message and so is usually called 'session-key'. ( This is not the 'session' as usually understood in servlates, because this is an one-time operation).

**Digital Envelope**

An illustration of Hybrid method is a Digital Envelope. In this scheme, Sam encrypts the message by a random Secret key, ( known as DEK i.e. Data-Encryption-key or session key). Next Sam encrypts this session key with Tom's public key. At this stage, Sam sends both the encrypted message and the encrypted session key to Tom.

At the receiving end, Tom uses his private key to get the session key. Using this session key, Tom decrypts the message. As Symmetric method is about 1000 times faster than Asymmetric method , this is a good combination. Though public key method also has been used here, it is only for encrypting the session key and not the message. This can be further improved by creating a hash of the message and signing it. Also, there is no permanent Secret key between Sam & Tom, and the required secret key is produced just as required and then discarded after the job. Thus, the method is fast and secure.

With this background information, let us now see some simple code examples, specific to JDK.

There are a number of Cryptographic Engines in Sun JCA & Sun JCE. They are listed below.

It will be immediately evident that the names will be Greek & Latin to us , unless we have a background in Crypto terminology. That is why, a broad outline was given. The function of some of the engines will be evident from the earlier discussion. A few more of the remaining items will be clear when we deal with code examples.

**Cryptographic Engines**- Key Generator ( symmetric)

(Blowfish, DES, Triple DES, HmacMD5, HmacSHA1,RC5)

- Key Pair Generator ( asymmetric)

(Diffie Hellman, DSA, RSA)

- Mac ( message authentication code)

( HmacMD5, HmacSHA1)

- Message Digest

(MD5, SHA1)

- Signature

( MD5withRSA, SHA1withRSA, SHA1withDSA)

- Cipher

( Blowfish, DES, Triple DES etc)

- Certificate Factory

( X509)

- Key Agreement

( Diffie Hellman)

- Key Factory

- Secret Key Factory

- Secure Random

( SHA1PRNG) (ie)

( SHA1 ..pseudo-random-number-generator)

- Trust Manager Factory

- Key Manager Factory

- Key Sore

( JKS, PHCS12)

- SSL Context

- Algorithm Parameter Generator

- Algorithm Parameters

Let us now see a series of code-examples to get familiarity with some of the above engines. For all the examples, we are using JDK1.4.2. Our working directory is g:\securitydemos. CD to g:\securitydemos

We should set path as : c:\windows\command;d:\jdk1.4.2\bin

The easiest to understand is the Message Digest. "demo1.java" creates the message digest of the string s1, by SHA method (Secure Hash Algorithm) . The given string is first converted into a byte array, because the function md. digest(), accepts only a bytearray. md. update() simply adds the array to existing arrays, if any. The digest object thus created is simply saved as object to the file.

// demo1.java

// creation of message-digest

// storing the string & digest in file

import java.io.*;

import java.security.*;

class demo1 {

public static void main(String args[]) {

try {

MessageDigest md = MessageDigest.getInstance("SHA");

String s1 = " we are learning java";

byte[] array = s1.getBytes();

md.update(array);

FileOutputStream fos = new FileOutputStream("demo1test");

ObjectOutputStream oos = new ObjectOutputStream(fos);

oos.writeObject(s1);

oos.writeObject(md.digest ());

System.out.println(" digest ready!");

}catch(Exception e1) {

We should set path as : c:\windows\command;d:\jdk1.4.2\bin

The easiest to understand is the Message Digest. "demo1.java" creates the message digest of the string s1, by SHA method (Secure Hash Algorithm) . The given string is first converted into a byte array, because the function md. digest(), accepts only a bytearray. md. update() simply adds the array to existing arrays, if any. The digest object thus created is simply saved as object to the file.

// demo1.java

// creation of message-digest

// storing the string & digest in file

import java.io.*;

import java.security.*;

class demo1 {

public static void main(String args[]) {

try {

MessageDigest md = MessageDigest.getInstance("SHA");

String s1 = " we are learning java";

byte[] array = s1.getBytes();

md.update(array);

FileOutputStream fos = new FileOutputStream("demo1test");

ObjectOutputStream oos = new ObjectOutputStream(fos);

oos.writeObject(s1);

oos.writeObject(md.digest ());

System.out.println(" digest ready!");

}catch(Exception e1) {

System.out.println(""+e1);

}

}

}

In demo2.java, we learn how a given messagedigest can be used for checking up for Integrity of data. We begin by getting the original string as well as the existing hash. Next we create another hash of the original string by the same algorithm to get hash2. Then, we compare hash1 with hash2. If they are not equal, we get the message "corrupted". From these examples, it will be appreciated how much the Java API shields the programmer from the inner workings of the highly mathematical theory of Cryptology.

----------------------------------------

// demo2.java

// getting a string and digest from file

// creating a hash and verifying the digest

import java.io.*;

import java.security.*;

class demo2 {

public static void main(String args[]){

try {

FileInputStream fis = new FileInputStream("demo1test");

ObjectInputStream ois = new ObjectInputStream(fis);

Object ob1 = ois.readObject();

String s1 = (String) ob1;

}

}

In demo2.java, we learn how a given messagedigest can be used for checking up for Integrity of data. We begin by getting the original string as well as the existing hash. Next we create another hash of the original string by the same algorithm to get hash2. Then, we compare hash1 with hash2. If they are not equal, we get the message "corrupted". From these examples, it will be appreciated how much the Java API shields the programmer from the inner workings of the highly mathematical theory of Cryptology.

----------------------------------------

// demo2.java

// getting a string and digest from file

// creating a hash and verifying the digest

import java.io.*;

import java.security.*;

class demo2 {

public static void main(String args[]){

try {

FileInputStream fis = new FileInputStream("demo1test");

ObjectInputStream ois = new ObjectInputStream(fis);

Object ob1 = ois.readObject();

String s1 = (String) ob1;

System.out.println(s1);

Object ob2 = ois.readObject();

byte[] array1= (byte[]) ob2;

MessageDigest md = MessageDigestgetInstance("SHA");

md.update(s1.getBytes());

if(MessageDigest.isEqual(md.digest(), array1)) {

Object ob2 = ois.readObject();

byte[] array1= (byte[]) ob2;

MessageDigest md = MessageDigestgetInstance("SHA");

md.update(s1.getBytes());

if(MessageDigest.isEqual(md.digest(), array1)) {

System.out.println("valid");

}else{ System.out.println("corrupted");

}

} catch(Exception e1){

System.out.println(""+e1);

}

}

}

In the third example(demo3.java) , we see how a secret key is created by the DES algorithm. Cipher class is the Encryption and Decryption engine.After initialising the Cipher engine for encrypting mode, we

give the command ci.doFinal(). This creates the encrypted message of the specified string. We should also get the initvector, by the command ci.getIV().

To avoid writing a separate example, we illustrate the process of decrypting also here, in the next stage. We get the initvector and then define the cipher for decrypt mode. After this , ci.doFinal(), does the decryption.

// demo3.java

// creation of secret key

// encryption using secret key

// decryption using secret key

import java.security.*;

import javax.crypto.*;

import javax.crypto.spec.*;

class demo3 {

public static void main(String args[]) {

try {

KeyGenerator kg = KeyGenerator.getInstance("DES");

// DES= Data Encryption Standard

Key key = kg.generateKey();

Cipher ci = Cipher.getInstance("DES/CBC/PKCS5Padding");

ci.init(Cipher.ENCRYPT_MODE, key);

String s ="we are learning Java";

byte[] array1 = s.getBytes();

byte[] array2 = ci.doFinal(array1);

byte[] initvector = ci.getIV();

System.out.println ("string has been encrypted");

System.out.println ("we are now decrypting");

IvParameterSpec spec = new IvParameterSpec(initvector);

ci.init (Cipher.DECRYPT_MODE, key, spec);

byte[] array3 = ci.doFinal(array2);

String s2 = new String(array3);

System.out.println(s2);

}catch(Exception e1){

System.out.println(""+e1);

}

}

}

}

} catch(Exception e1){

System.out.println(""+e1);

}

}

}

In the third example(demo3.java) , we see how a secret key is created by the DES algorithm. Cipher class is the Encryption and Decryption engine.After initialising the Cipher engine for encrypting mode, we

give the command ci.doFinal(). This creates the encrypted message of the specified string. We should also get the initvector, by the command ci.getIV().

To avoid writing a separate example, we illustrate the process of decrypting also here, in the next stage. We get the initvector and then define the cipher for decrypt mode. After this , ci.doFinal(), does the decryption.

// demo3.java

// creation of secret key

// encryption using secret key

// decryption using secret key

import java.security.*;

import javax.crypto.*;

import javax.crypto.spec.*;

class demo3 {

public static void main(String args[]) {

try {

KeyGenerator kg = KeyGenerator.getInstance("DES");

// DES= Data Encryption Standard

Key key = kg.generateKey();

Cipher ci = Cipher.getInstance("DES/CBC/PKCS5Padding");

ci.init(Cipher.ENCRYPT_MODE, key);

String s ="we are learning Java";

byte[] array1 = s.getBytes();

byte[] array2 = ci.doFinal(array1);

byte[] initvector = ci.getIV();

System.out.println ("string has been encrypted");

System.out.println ("we are now decrypting");

IvParameterSpec spec = new IvParameterSpec(initvector);

ci.init (Cipher.DECRYPT_MODE, key, spec);

byte[] array3 = ci.doFinal(array2);

String s2 = new String(array3);

System.out.println(s2);

}catch(Exception e1){

System.out.println(""+e1);

}

}

}

The following program displays information about the Providers available in JDK.

// demo4.java

import java.security.*;

import java.util.*;

class demo4 {

public static void main(String args[]) {

try {

Provider[] array = Security.getProviders();

int n = array.length;

for(int j=0; j

for(Enumeration e=array[j].keys(); e.hasMoreElements();) {

System.out.println("\t"+e.nextElement());

}

}

} catch(Exception e1) {

System.out.println(""+e1);

}

}

}

When we execute the program, we get a long list We can run the program as:

>java demo4 > list.txt

and then inspect list.txt

In demo5 , we create a privatekey/publickey pair, by using

the DSA( Digital Signature Algorithm).

The Key Pair Generator class is used for that, by specifying a pseudo-random number. The key pair is easily generated by the command, kpg.genKeyPair(). After this we get get the public key and private key. Next we specify the Signature algorithm as Secure Hash DSA. After initializing the sig with the private key, we create the byte array for the string to be signed and ask the sig to sign that array [sig. sign();]

Now the data string has been signed by the sender's private key. In the next section, we have loaded sig with the public key and used the command to verify with the original array.. This will return 'true' , if the keys belong to the same pair. The code is almost self-explanatory, except for the syntax.

When we run the program demo5 , we get the following output.

G:\SECURI~1>java demo5

public & private keys ready!

the data has been signed by private key

now verifying with public key

verified & found ok

// demo5.java

// creation of public & private keys

// signing the data by private key

// verifying the data by public key

import java.security.*;

import javax.crypto.*;

class demo5 {

public static void main(String args[]) {

try {

SecureRandom sr = new SecureRandom();

byte[] pr =new byte[100];

sr.nextBytes(pr);

KeyPairGenerator kpg = KeyPairGenerator.getInstance("DSA");

kpg.initialize(512,sr);

KeyPair kp = kpg.genKeyPair();

PublicKey pubkey = kp.getPublic();

PrivateKey prikey = kp.getPrivate();

System.out.println ("public & private keys ready!");

Signature sig = Signature.getInstance("SHA1withDSA");

sig.initSign(prikey);

String s1 = "we are learning Java";

byte[] array1= s1.getBytes();

update(array1);

byte[] array2 = sig.sign();

System.out.println ("the data signed by private key");

System.out.println ("now verifying with public key");

sig.initVerify(pubkey);

sig.update(array1);

boolean ok = sig.verify(array2);

if(ok==true){

System.out.println("authentic..ok"); } else{

System.out.println("not authentic");

}

} catch(Exception e1){

System.out.println(""+e1);

}

}

We will conclude this tutorial with an illustration for Password-based secret key.

Users are supposed to remember their password, easily. If a secret key can be generated based on the password, it will be easier to generate. Users can then generate such a secret key and use it to encrypt and decrypt their files. The algorithm uses a 'salt' and an integer number for iteration. The paramspec is created using these two values. The Cipher engine for PBEWithMD5AndDES( PBE=Password-based-encryption, MD5=MessageDigest-5 &DES=Data Encryption Standard) is then created. The program asks for a password and then the string to be encrypted. A secret key based on the password supplied is generated and used to encrypt the data.

Just for illustration, the program asks for the password again. When we type it correctly, the secret key is again generated and used to decrypt the encrypted data. Finally, the original string is printed.

The output of demo6 is shown below.

( system prompt & output in bold)

G:\SECURI~1>java demo6

enter the password

abcd1234

enter the string to be encrypted

we are studying java cryptography

encryption over

now decrypting

enter the password again!

abcd1234

we are studying java cryptography

// demo6.java

import java.security.*;

import javax.crypto.*;

import javax.crypto.spec.*;

import java.io.*;

class demo6 {

public static void main(String args[]) {

String salt="saltings";

int n = 20; // iterations

byte[] a = salt.getBytes();

PBEParameterSpec paramspec= new PBEParameterSpec (a,n);

try {

Cipher cipher = Cipher.getInstance("PBEWithMD5AndDES");

DataInputStream ins = new DataInputStream(System.in);

System.out.println ("enter the password");

String s1=ins.readLine();

System.out.println("enter the datastring");

String s2=ins.readLine();

byte[] array1 = s2.getBytes();

PBEKeySpec keyspec = new PBEKeySpec(s1.toCharArray());

SecretKeyFactory factory= SecretKeyFactory.getInstance ("PBEWithMD5AndDES");

SecretKey key = factory.generateSecret(keyspec);

cipher.init (Cipher.ENCRYPT_MODE, key, paramspec);

byte[] array2 = cipher.doFinal(array1);

System.out.println("encryption over");

System.out.println("now decrypting");

System.out.println ("enter the password again!");

String s3=ins.readLine();

keyspec = new PBEKeySpec(s3.toCharArray());

factory= SecretKeyFactory.getInstance("PBEWithMD5AndDES");

key = factory.generateSecret(keyspec);

cipher.init (Cipher.DECRYPT_MODE, key, paramspec);

byte[] array3 = cipher.doFinal(array2);

String s4=new String(array3);

System.out.println(s4);

} catch(Exception e1){

System.out.println(""+e1);

}

}

}

That completes our introductory tutorial

on JCA/JCE. All the above programs have been tested and are working correctly. Students are encouraged to follow this up with the reference material mentioned below:

RERFERENCE BOOKS

}

}

}

When we execute the program, we get a long list We can run the program as:

>java demo4 > list.txt

and then inspect list.txt

In demo5 , we create a privatekey/publickey pair, by using

the DSA( Digital Signature Algorithm).

The Key Pair Generator class is used for that, by specifying a pseudo-random number. The key pair is easily generated by the command, kpg.genKeyPair(). After this we get get the public key and private key. Next we specify the Signature algorithm as Secure Hash DSA. After initializing the sig with the private key, we create the byte array for the string to be signed and ask the sig to sign that array [sig. sign();]

Now the data string has been signed by the sender's private key. In the next section, we have loaded sig with the public key and used the command to verify with the original array.. This will return 'true' , if the keys belong to the same pair. The code is almost self-explanatory, except for the syntax.

When we run the program demo5 , we get the following output.

G:\SECURI~1>java demo5

public & private keys ready!

the data has been signed by private key

now verifying with public key

verified & found ok

// demo5.java

// creation of public & private keys

// signing the data by private key

// verifying the data by public key

import java.security.*;

import javax.crypto.*;

class demo5 {

public static void main(String args[]) {

try {

SecureRandom sr = new SecureRandom();

byte[] pr =new byte[100];

sr.nextBytes(pr);

KeyPairGenerator kpg = KeyPairGenerator.getInstance("DSA");

kpg.initialize(512,sr);

KeyPair kp = kpg.genKeyPair();

PublicKey pubkey = kp.getPublic();

PrivateKey prikey = kp.getPrivate();

System.out.println ("public & private keys ready!");

Signature sig = Signature.getInstance("SHA1withDSA");

sig.initSign(prikey);

String s1 = "we are learning Java";

byte[] array1= s1.getBytes();

update(array1);

byte[] array2 = sig.sign();

System.out.println ("the data signed by private key");

System.out.println ("now verifying with public key");

sig.initVerify(pubkey);

sig.update(array1);

boolean ok = sig.verify(array2);

if(ok==true){

System.out.println("authentic..ok"); } else{

System.out.println("not authentic");

}

} catch(Exception e1){

System.out.println(""+e1);

}

}

We will conclude this tutorial with an illustration for Password-based secret key.

Users are supposed to remember their password, easily. If a secret key can be generated based on the password, it will be easier to generate. Users can then generate such a secret key and use it to encrypt and decrypt their files. The algorithm uses a 'salt' and an integer number for iteration. The paramspec is created using these two values. The Cipher engine for PBEWithMD5AndDES( PBE=Password-based-encryption, MD5=MessageDigest-5 &DES=Data Encryption Standard) is then created. The program asks for a password and then the string to be encrypted. A secret key based on the password supplied is generated and used to encrypt the data.

Just for illustration, the program asks for the password again. When we type it correctly, the secret key is again generated and used to decrypt the encrypted data. Finally, the original string is printed.

The output of demo6 is shown below.

( system prompt & output in bold)

G:\SECURI~1>java demo6

enter the password

abcd1234

enter the string to be encrypted

we are studying java cryptography

encryption over

now decrypting

enter the password again!

abcd1234

we are studying java cryptography

// demo6.java

import java.security.*;

import javax.crypto.*;

import javax.crypto.spec.*;

import java.io.*;

class demo6 {

public static void main(String args[]) {

String salt="saltings";

int n = 20; // iterations

byte[] a = salt.getBytes();

PBEParameterSpec paramspec= new PBEParameterSpec (a,n);

try {

Cipher cipher = Cipher.getInstance("PBEWithMD5AndDES");

DataInputStream ins = new DataInputStream(System.in);

System.out.println ("enter the password");

String s1=ins.readLine();

System.out.println("enter the datastring");

String s2=ins.readLine();

byte[] array1 = s2.getBytes();

PBEKeySpec keyspec = new PBEKeySpec(s1.toCharArray());

SecretKeyFactory factory= SecretKeyFactory.getInstance ("PBEWithMD5AndDES");

SecretKey key = factory.generateSecret(keyspec);

cipher.init (Cipher.ENCRYPT_MODE, key, paramspec);

byte[] array2 = cipher.doFinal(array1);

System.out.println("encryption over");

System.out.println("now decrypting");

System.out.println ("enter the password again!");

String s3=ins.readLine();

keyspec = new PBEKeySpec(s3.toCharArray());

factory= SecretKeyFactory.getInstance("PBEWithMD5AndDES");

key = factory.generateSecret(keyspec);

cipher.init (Cipher.DECRYPT_MODE, key, paramspec);

byte[] array3 = cipher.doFinal(array2);

String s4=new String(array3);

System.out.println(s4);

} catch(Exception e1){

System.out.println(""+e1);

}

}

}

That completes our introductory tutorial

on JCA/JCE. All the above programs have been tested and are working correctly. Students are encouraged to follow this up with the reference material mentioned below:

RERFERENCE BOOKS

- Mastering Java Security

(Cryptography, Algorithms & Architecture) by Rich Helton & Johennie Helton ( Wiley/ DreamTech)

- Professional Java JDK 5 edition. Clay Richardson & others ( chapter- ) Wrox/Wiley/DreamTech

- Java Security by Scott Oaks ( of SUN MICRO SYSTEMS) ( SPD/OReilley)

- Java Distributed Objects by Bill McCarty ( chapter- )

- Professional Java Web Services by Mack Hendricks (SUN) & others chapter-6 on Security by James Millbury

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