Why master password
Why password length
Password length plays a significant role in determining its security because longer passwords generally
provide stronger protection against various types of attacks, including brute-force and dictionary attacks.
Here's how password length affects security:
Brute-force attacks: These attacks involve trying all possible combinations of characters until the correct
password is found. Longer passwords increase the number of possible combinations, making brute-force attacks
exponentially more difficult and time-consuming.
Dictionary attacks: In these attacks, attackers use precompiled lists of commonly used passwords or words from
dictionaries to guess passwords. Longer passwords that include a mix of uppercase and lowercase letters,
numbers, and special characters are less likely to be found in these lists.
Entropy: Password entropy refers to the measure of randomness or uncertainty in a password. Longer passwords
typically have higher entropy, meaning they are more unpredictable and harder to crack.
Resistance to password cracking tools: Password cracking tools rely on algorithms to guess passwords by trying
various combinations. Longer passwords increase the time and computational resources required to crack them,
making them more resistant to these tools.
In summary, longer passwords are generally more secure because they increase the complexity and difficulty of
guessing or cracking them, thereby enhancing the overall security of your accounts. However, it's essential to
balance length with other factors such as randomness and diversity of characters to create strong and
resilient passwords.
In PBKDF2 (Password-Based Key Derivation Function 2), a salt is a random value that is combined with the password before hashing.
The purpose of using a salt is to defend against various cryptographic attacks, particularly rainbow table attacks.
For convenience's sake CarryPass generates a salt using the application name and the master password provided by you.
This process does not produce a random value, but still adds complexity to the password creation process.
If you are willing to sacrifice convenience for security, you can use your own random salt. If you want the best of both worlds
you can use a long password as salt. This should be different from your master password, kept secret, not used in any other
application, and should be unique for each application that you create passwords for.
Here's why salt is important in PBKDF2:
Protection Against Rainbow Table Attacks: A rainbow table is a precomputed table of hash values for commonly used passwords.
Attackers can use rainbow tables to quickly look up the hash of a known password and find the corresponding plaintext password.
By adding a salt to each password before hashing it, even if two users have the same password, their hashed passwords will be
different due to the unique salts. This prevents attackers from using precomputed tables effectively, as they would need to
generate new tables for each salt value.
Increased Complexity: Salting increases the complexity of the hashing process for attackers. Each unique salt requires
attackers to perform a separate brute-force or dictionary attack for each hashed password, significantly increasing the
computational effort required to crack passwords.
Protection of Identical Passwords: Without salt, identical passwords would result in identical hash values.
This means if an attacker compromises one hashed password, they could potentially gain access to all accounts using the same password.
Salting ensures that even identical passwords produce different hash values, mitigating this risk.
Enhanced Security: By using a salt, PBKDF2 provides an additional layer of security for password storage in the application
you use it to log into, making it more resilient to various cryptographic attacks.
In summary, the use of salt in PBKDF2 is crucial for defending against rainbow table attacks, increasing the complexity of
password cracking, protecting identical passwords, and enhancing overall security in password-based systems.