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A salt makes every users password hash unique, and adding a salt to a password before hashing to protect against a dictionary attack. But how?
The tool you almost certainly want is called PBKDF2 (Password-Based Key Derivation Function 2). It's widely available, either under the name "pbkdf2" or "RFC 2898". PBKDF2 provides both salting (making two otherwise identical passwords different) and stretching (making it expensive to guess passwords).
Whatever system you are developing for probably has a function available that takes a password, a salt, a number of iterations, and an output size. Given those, it will output some string of bytes. There are several ways to actually make use of this depending on your situation (most notably are you dealing with local authentication or remote authentication?)
Most people are looking for remote authentication, so let's walk through a reasonable way to implement that using a mix of deterministic and random salts. (See further discussion below w/ #SilverlightFox.)
First, the high-level approach:
Hash on the client against a deterministic salt. The client should never send a bare password to the server. Users reuse their passwords all the time. You don't want to know their actual password. You'd rather never see it.
Salt randomly and stretch on the server and then compare.
Here's the actual breakdown:
Choose an app-specific component for your salt. For example, "net.robnapier.mygreatapp" might be my prefix.
Choose a user-specific component for your salt. The userid is usually ideal here.
Concatenate them to create your salt. For example, my salt might be "net.robnapier.mygreatapp:suejones#example.org". The actual salt does not matter too much. What matters is that it is at least "mostly" unique across all of your users and across all other sites that might also hash passwords from your users. The scheme I've given achieves that.
Choose a local number of iterations for PBKDF2. That number is almost certainly 1000. This is too few iterations, but is about all JavaScript can handle reasonably. The more iterations, the more secure the system, but the worse the performance. It's a tension.
Choose a length for your hash. 32 bytes is generally a good choice.
Choose a "PRF" if your system allows you to pick one. HMAC-SHA-256 is a good choice.
You now have all the basic pieces in place. Let's compute some hashes.
On the client, take the password and pass it through PBKDF2 with the above settings. That will give you 32 bytes to send to the server.
On the server, if this is the account creation, create 8 or 16 bytes of random data as your salt for this account. Save that in the database along with the username. Use that salt, and another set of iterations (usually 10,000 or 100,000 if you're not in Node) and apply PBKDF2 to the data that the user sent. Store that in the database. If you're testing the password, just read the salt from the database and reapply PBKDF2 to validate.
Everywhere I say "PBKDF2" here there are another options, probably the most common of which is scrypt (there is also bcrypt). The other options are technically better than PBKDF2. I don't think anyone would disagree with that. I usually recommend PBKDF2 because it's so ubiquitous and there's nothing really wrong with it. But if you have scrypt available, feel free to use that. The client and server do not have to use the same algorithm (the client can use PBKDF2 and the server can use scrypt if you like).
What's the md5 hash of "superCommonPassword"? That's easy to pre-calculate.
It's b77755edafab848ffcb9580307e97414
If you steal a password database and see that hash value, you know the password is probably "superCommonPassword".
What's the md5 hash ("aStringYouDontKnowUntilYouStealAPasswordDatabase" + "superCommonPassword")? Oh, you can't calculate that until you steal the database.
An unknown salt means pre-calculating hashes of common passwords is useless. An unknown salt per user means you need to calculate hashes of common passwords for each user. This slows down the attacker and increases his costs.
Don't use md5 for password hashing though. Use bcrypt or scrypt or PBKDF2.
Please help me with my understanding. Also I am not talking about SSL or DH key exchange.
As the salt is stored in DB and is a secret to the attacker to just protect the user original password (Rainbow tables), in case attacker gets their hand on the actual DB itself. Then how will how you protect against brute/dictionary based attacks. Once again, logging the wrong requests and denying IP of many bad request is known, I am talking about cryptography here. As the password is same for user1, attacker got it from other websites, how does salt protects here. I guess not, then what are the best solutions available to stop such attacks. Assume data is really important like credit card numbers + CVV(I know don't store CVV, but that is not the question).
EDIT: By the way, I came up with some stupid idea, and it looks like a known method for stopping dictionary attacks. Read more this question: High cost encryption but less cost decryption
May be we can discuss some other methods here, to protect against brute/dictionary/social engineering password attack
It's a little unclear to me what your actual question is, but if it is "How does a salt help protect me against brute force attacks?" the answer is that technically it does not. There is nothing about a salt that makes brute force attacks more difficult, salts instead make it difficult to brute force multiple accounts simultaneously. Essentially salts artificially inflate search space required to do a brute force attack, making it computationally difficult to pre-calculate every possible password and then check them against the entire database. Salts can be stored in the clear, so long as they are unique to each password.
If you want to make brute forcing passwords more difficult, what you want is an adaptive hashing scheme. These schemes allow you to dictate how long hashing should take. Because an honest client should only have to authenticate on the order of tens of times, but an attacker will need to do it on the order of millions or billions of times, slower hashes make the task near impossible for the attacker while introducing little overhead in the system.
What this all boils down to is that you should use bcrypt if you are hashing passwords. It is designed to incorporate a salt and is an adaptive hashing system. For more info, see this article on security.stackexchange.com
About salt : If you search the "MD5" encrypted password using search engine like google, here you may find the original plain password. But if you mix the salt in your plain password and then apply "MD5" encryption, you wont be able to find it. If any hacker anyhow hacks your database and if you are using just MD5 encryption then he may use above method to hack passwords. For e.g. Search this string on google : 5f4dcc3b5aa765d61d8327deb882cf99, you'll get original password string. Salt is mainly added to protect against such attacks.
Check out here. Look at Just content and concept here to understand. This is from Spring security docs.
The purpose of a salt is not to prevent dictionary attacks; it is to prevent precomputation attacks such as rainbow tables. Having a salt requires the attacker to attack each password individually, after they gain access to the database; they can't precompute hashes for passwords in the dictionary, or reuse this effort across users.
Password Stretching is a way to make dictionary attacks more difficult, by increasing the amount of work the attacker has to do to test each candidate password.
Without salt, an attacker can use an offline attack to precalculate the hash of common passwords: "secret" "qwerty" etc. No salt allows an attacker to tell when different users are using the same password, as they will have the same hashes. Salt prevents precalculation and avoids the matching hash problem.
An attacker with access to the datbase will also have access to the salts. She will need to attack each password separately, because of the different salts.
Using stretching (repeated hashing) can also slow down an attacker. Rather than storing hash(password + salt) you store hash^n(password + salt), where n is large enough for the overall calculation to take at least 0.1 second . That limits the attacker to around ten trials a second while having no discernible impact on the user.
As I understand it, the best practice for generating salts is to use some cryptic formula (or even magic constant) stored in your source code.
I'm working on a project that we plan on releasing as open source, but the problem is that with the source comes the secret formula for generating salts, and therefore the ability to run rainbow table attacks on our site.
I figure that lots of people have contemplated this problem before me, and I'm wondering what the best practice is. It seems to me that there is no point having a salt at all if the code is open source, because salts can be easily reverse-engineered.
Thoughts?
Since questions about salting hashes come along on a quite regular basis and there seems to be quite some confusion about the subject, I extended this answer.
What is a salt?
A salt is a random set of bytes of a fixed length that is added to the input of a hash algorithm.
Why is salting (or seeding) a hash useful?
Adding a random salt to a hash ensures that the same password will produce many different hashes. The salt is usually stored in the database, together with the result of the hash function.
Salting a hash is good for a number of reasons:
Salting greatly increases the difficulty/cost of precomputated attacks (including rainbow tables)
Salting makes sure that the same password does not result in the same hash.
This makes sure you cannot determine if two users have the same password. And, even more important, you cannot determine if the same person uses the same password across different systems.
Salting increases the complexity of passwords, thereby greatly decreasing the effectiveness of both Dictionary- and Birthday attacks. (This is only true if the salt is stored separate from the hash).
Proper salting greatly increases the storage need for precomputation attacks, up to the point where they are no longer practical. (8 character case-sensitive alpha-numeric passwords with 16 bit salt, hashed to a 128 bit value, would take up just under 200 exabytes without rainbow reduction).
There is no need for the salt to be secret.
A salt is not a secret key, instead a salt 'works' by making the hash function specific to each instance. With salted hash, there is not one hash function, but one for every possible salt value. This prevent the attacker from attacking N hashed passwords for less than N times the cost of attacking one password. This is the point of the salt.
A "secret salt" is not a salt, it is called a "key", and it means that you are no longer computing a hash, but a Message Authentication Code (MAC). Computing MAC is tricky business (much trickier than simply slapping together a key and a value into a hash function) and it is a very different subject altogether.
The salt must be random for every instance in which it is used. This ensures that an attacker has to attack every salted hash separately.
If you rely on your salt (or salting algorithm) being secret, you enter the realms of Security Through Obscurity (won't work). Most probably, you do not get additional security from the salt secrecy; you just get the warm fuzzy feeling of security. So instead of making your system more secure, it just distracts you from reality.
So, why does the salt have to be random?
Technically, the salt should be unique. The point of the salt is to be distinct for each hashed password. This is meant worldwide. Since there is no central organization which distributes unique salts on demand, we have to rely on the next best thing, which is random selection with an unpredictable random generator, preferably within a salt space large enough to make collisions improbable (two instances using the same salt value).
It is tempting to try to derive a salt from some data which is "presumably unique", such as the user ID, but such schemes often fail due to some nasty details:
If you use for example the user ID, some bad guys, attacking distinct systems, may just pool their resources and create precomputed tables for user IDs 1 to 50. A user ID is unique system-wide but not worldwide.
The same applies to the username: there is one "root" per Unix system, but there are many roots in the world. A rainbow table for "root" would be worth the effort, since it could be applied to millions of systems. Worse yet, there are also many "bob" out there, and many do not have sysadmin training: their passwords could be quite weak.
Uniqueness is also temporal. Sometimes, users change their password. For each new password, a new salt must be selected. Otherwise, an attacker obtained the hash of the old password and the hash of the new could try to attack both simultaneously.
Using a random salt obtained from a cryptographically secure, unpredictable PRNG may be some kind of overkill, but at least it provably protects you against all those hazards. It's not about preventing the attacker from knowing what an individual salt is, it's about not giving them the big, fat target that will be used on a substantial number of potential targets. Random selection makes the targets as thin as is practical.
In conclusion:
Use a random, evenly distributed, high entropy salt. Use a new salt whenever you create a new password or change a password. Store the salt along with the hashed password. Favor big salts (at least 10 bytes, preferably 16 or more).
A salt does not turn a bad password into a good password. It just makes sure that the attacker will at least pay the dictionary attack price for each bad password he breaks.
Usefull sources:
stackoverflow.com: Non-random salt for password hashes
Bruce Schneier: Practical Cryptography (book)
Matasano Security: Enough with the Rainbow Tables
usenix.org: Unix crypt used salt since 1976
owasp.org: Why add salt
openwall.com: Salts
Disclaimer:
I'm not a security expert. (Although this answer was reviewed by Thomas Pornin)
If any of the security professionals out there find something wrong, please do comment or edit this wiki answer.
Really salts just need to be unique for each entry. Even if the attacker can calculate what the salt is, it makes the rainbow table extremely difficult to create. This is because the salt is added to the password before it is hashed, so it effectively adds to the total number of entries the rainbow table must contain to have a list of all possible values for a password field.
Since Unix became popular, the right way to store a password has been to append a random value (the salt) and hash it. Save the salt away where you can get to it later, but where you hope the bad guys won't get it.
This has some good effects. First, the bad guys can't just make a list of expected passwords like "Password1", hash them into a rainbow table, and go through your password file looking for matches. If you've got a good two-byte salt, they have to generate 65,536 values for each expected password, and that makes the rainbow table a lot less practical. Second, if you can keep the salt from the bad guys who are looking at your password file, you've made it much harder to calculate possible values. Third, you've made it impossible for the bad guys to determine if a given person uses the same password on different sites.
In order to do this, you generate a random salt. This should generate every number in the desired range with uniform probability. This isn't difficult; a simple linear congruential random number generator will do nicely.
If you've got complicated calculations to make the salt, you're doing it wrong. If you calculate it based on the password, you're doing it WAY wrong. In that case, all you're doing is complicating the hash, and not functionally adding any salt.
Nobody good at security would rely on concealing an algorithm. Modern cryptography is based on algorithms that have been extensively tested, and in order to be extensively tested they have to be well known. Generally, it's been found to be safer to use standard algorithms rather than rolling one's own and hoping it's good. It doesn't matter if the code is open source or not, it's still often possible for the bad guys to analyze what a program does.
You can just generate a random salt for each record at runtime. For example, say you're storing hashed user passwords in a database. You can generate an 8-character random string of lower- and uppercase alphanumeric characters at runtime, prepend that to the password, hash that string, and store it in the database. Since there are 628 possible salts, generating rainbow tables (for every possible salt) will be prohibitively expensive; and since you're using a unique salt for each password record, even if an attacker has generated a couple matching rainbow tables, he still won't be able to crack every password.
You can change the parameters of your salt generation based on your security needs; for example, you could use a longer salt, or you could generate a random string that also contains punctuation marks, to increase the number of possible salts.
Use a random function generator to generate the salt, and store it in the database, make salt one per row, and store it in the database.
I like how salt is generated in django-registration. Reference: http://bitbucket.org/ubernostrum/django-registration/src/tip/registration/models.py#cl-85
salt = sha_constructor(str(random.random())).hexdigest()[:5]
activation_key = sha_constructor(salt+user.username).hexdigest()
return self.create(user=user,
activation_key=activation_key)
He uses a combination of sha generated by a random number and the username to generate a hash.
Sha itself is well known for being strong and unbreakable. Add multiple dimensions to generate the salt itself, with random number, sha and the user specific component, you have unbreakable security!
In the case of a desktop application that encrypts data and send it on a remote server, how do you consider using a different salt each time?
Using PKCS#5 with the user's password, it needs a salt to generate an encryption key, to encrypt the data. I know that keep the salt hardcoded (obfuscated) in the desktop application is not a good idea.
If the remote server must NEVER know the user's password, is it possible to user different salt each time? If the user use the desktop application on another computer, how will it be able to decrypt the data on the remote server if he does not have the key (it is not hardcoded in the software) ?
At work we have two competing theories for salts. The products I work on use something like a user name or phone number to salt the hash. Essentially something that is different for each user but is readily available to us. The other product randomly generates a salt for each user and changes each time the user changes the password. The salt is then encrypted in the database.
My question is if the second approach is really necessary? I can understand from a purely theoretical perspective that it is more secure than the first approach, but what about from a practicality point of view. Right now to authenticate a user, the salt must be unencrypted and applied to the login information.
After thinking about it, I just don't see a real security gain from this approach. Changing the salt from account to account, still makes it extremely difficult for someone to attempt to brute force the hashing algorithm even if the attacker was aware of how to quickly determine what it was for each account. This is going on the assumption that the passwords are sufficiently strong. (Obviously finding the correct hash for a set of passwords where they are all two digits is significantly easier than finding the correct hash of passwords which are 8 digits). Am I incorrect in my logic, or is there something that I am missing?
EDIT: Okay so here's the reason why I think it's really moot to encrypt the salt. (lemme know if I'm on the right track).
For the following explanation, we'll assume that the passwords are always 8 characters and the salt is 5 and all passwords are comprised of lowercase letters (it just makes the math easier).
Having a different salt for each entry means that I can't use the same rainbow table (actually technically I could if I had one of sufficient size, but let's ignore that for the moment). This is the real key to the salt from what I understand, because to crack every account I have to reinvent the wheel so to speak for each one. Now if I know how to apply the correct salt to a password to generate the hash, I'd do it because a salt really just extends the length/complexity of the hashed phrase. So I would be cutting the number of possible combinations I would need to generate to "know" I have the password + salt from 13^26 to 8^26 because I know what the salt is. Now that makes it easier, but still really hard.
So onto encrypting the salt. If I know the salt is encrypted, I wouldn't try and decrypt (assuming I know it has a sufficient level of encryption) it first. I would ignore it. Instead of trying to figure out how to decrypt it, going back to the previous example I would just generate a larger rainbow table containing all keys for the 13^26. Not knowing the salt would definitely slow me down, but I don't think it would add the monumental task of trying to crack the salt encryption first. That's why I don't think it's worth it. Thoughts?
Here is a link describing how long passwords will hold up under a brute force attack:
http://www.lockdown.co.uk/?pg=combi
Hiding a salt is unnecessary.
A different salt should be used for every hash. In practice, this is easy to achieve by getting 8 or more bytes from cryptographic quality random number generator.
From a previous answer of mine:
Salt helps to thwart pre-computed dictionary attacks.
Suppose an attacker has a list of likely passwords. He can hash each
and compare it to the hash of his victim's password, and see if it
matches. If the list is large, this could take a long time. He doesn't
want spend that much time on his next target, so he records the result
in a "dictionary" where a hash points to its corresponding input. If
the list of passwords is very, very long, he can use techniques like a
Rainbow Table to save some space.
However, suppose his next target salted their password. Even if the
attacker knows what the salt is, his precomputed table is
worthless—the salt changes the hash resulting from each password. He
has to re-hash all of the passwords in his list, affixing the target's
salt to the input. Every different salt requires a different
dictionary, and if enough salts are used, the attacker won't have room
to store dictionaries for them all. Trading space to save time is no
longer an option; the attacker must fall back to hashing each password
in his list for each target he wants to attack.
So, it's not necessary to keep the salt secret. Ensuring that the
attacker doesn't have a pre-computed dictionary corresponding to that
particular salt is sufficient.
After thinking about this a bit more, I've realized that fooling yourself into thinking the salt can be hidden is dangerous. It's much better to assume the salt cannot be hidden, and design the system to be safe in spite of that. I provide a more detailed explanation in another answer.
However, recent recommendations from NIST encourage the use of an additional, secret "salt" (I've seen others call this additional secret "pepper"). One additional iteration of the key derivation can be performed using this secret as a salt. Rather than increasing strength against a pre-computed lookup attack, this round protects against password guessing, much like the large number of iterations in a good key derivation function. This secret serves no purpose if stored with the hashed password; it must be managed as a secret, and that could be difficult in a large user database.
The answer here is to ask yourself what you're really trying to protect from? If someone has access to your database, then they have access to the encrypted salts, and they probably have access to your code as well. With all that could they decrypt the encrypted salts? If so then the encryption is pretty much useless anyway. The salt really is there to make it so it isn't possible to form a rainbow table to crack your entire password database in one go if it gets broken into. From that point of view, so long as each salt is unique there is no difference, a brute force attack would be required with your salts or the encrypted salts for each password individually.
A hidden salt is no longer salt. It's pepper. It has its use. It's different from salt.
Pepper is a secret key added to the password + salt which makes the hash into an HMAC (Hash Based Message Authentication Code). A hacker with access to the hash output and the salt can theoretically brute force guess an input which will generate the hash (and therefore pass validation in the password textbox). By adding pepper you increase the problem space in a cryptographically random way, rendering the problem intractable without serious hardware.
For more information on pepper, check here.
See also hmac.
My understanding of "salt" is that it makes cracking more difficult, but it doesn't try to hide the extra data. If you are trying to get more security by making the salt "secret", then you really just want more bits in your encryption keys.
The second approach is only slightly more secure. Salts protect users from dictionary attacks and rainbow table attacks. They make it harder for an ambitious attacker to compromise your entire system, but are still vulnerable to attacks that are focused on one user of your system. If you use information that's publicly available, like a telephone number, and the attacker becomes aware of this, then you've saved them a step in their attack. Of course the question is moot if the attacker gets your whole database, salts and all.
EDIT: After re-reading over this answer and some of the comments, it occurs to me that some of the confusion may be due to the fact that I'm only comparing the two very specific cases presented in the question: random salt vs. non-random salt. The question of using a telephone number as a salt is moot if the attacker gets your whole database, not the question of using a salt at all.
... something like a user name or phone number to salt the hash. ...
My question is if the second approach is really necessary? I can understand from a purely theoretical perspective that it is more secure than the first approach, but what about from a practicality point of view?
From a practical point of view, a salt is an implementation detail. If you ever change how user info is collected or maintained – and both user names and phone numbers sometimes change, to use your exact examples – then you may have compromised your security. Do you want such an outward-facing change to have much deeper security concerns?
Does stopping the requirement that each account have a phone number need to involve a complete security review to make sure you haven't opened up those accounts to a security compromise?
Here is a simple example showing why it is bad to have the same salt for each hash
Consider the following table
UserId UserName, Password
1 Fred Hash1 = Sha(Salt1+Password1)
2 Ted Hash2 = Sha(Salt2+Password2)
Case 1 when salt 1 is the same as salt2
If Hash2 is replaced with Hash1 then user 2 could logon with user 1 password
Case 2 when salt 1 not the same salt2
If Hash2 is replaced with Hash1 then user2 can not logon with users 1 password.
There are two techniques, with different goals:
The "salt" is used to make two otherwise equal passwords encrypt differently. This way, an intruder can't efficiently use a dictionary attack against a whole list of encrypted passwords.
The (shared) "secret" is added before hashing a message, so that an intruder can't create his own messages and have them accepted.
I tend to hide the salt. I use 10 bits of salt by prepending a random number from 1 to 1024 to the beginning of the password before hashing it. When comparing the password the user entered with the hash, I loop from 1 to 1024 and try every possible value of salt until I find the match. This takes less than 1/10 of a second. I got the idea to do it this way from the PHP password_hash and password_verify. In my example, the "cost" is 10 for 10 bits of salt. Or from what another user said, hidden "salt" is called "pepper". The salt is not encrypted in the database. It's brute forced out. It would make the rainbow table necessary to reverse the hash 1000 times larger. I use sha256 because it's fast, but still considered secure.
Really, it depends on from what type of attack you're trying to protect your data.
The purpose of a unique salt for each password is to prevent a dictionary attack against the entire password database.
Encrypting the unique salt for each password would make it more difficult to crack an individual password, yes, but you must weigh whether there's really much of a benefit. If the attacker, by brute force, finds that this string:
Marianne2ae85fb5d
hashes to a hash stored in the DB, is it really that hard to figure out what which part is the pass and which part is the salt?
The current top-voted to this question states:
Another one that's not so much a security issue, although it is security-related, is complete and abject failure to grok the difference between hashing a password and encrypting it. Most commonly found in code where the programmer is trying to provide unsafe "Remind me of my password" functionality.
What exactly is this difference? I was always under the impression that hashing was a form of encryption. What is the unsafe functionality the poster is referring to?
Hashing is a one way function (well, a mapping). It's irreversible, you apply the secure hash algorithm and you cannot get the original string back. The most you can do is to generate what's called "a collision", that is, finding a different string that provides the same hash. Cryptographically secure hash algorithms are designed to prevent the occurrence of collisions. You can attack a secure hash by the use of a rainbow table, which you can counteract by applying a salt to the hash before storing it.
Encrypting is a proper (two way) function. It's reversible, you can decrypt the mangled string to get original string if you have the key.
The unsafe functionality it's referring to is that if you encrypt the passwords, your application has the key stored somewhere and an attacker who gets access to your database (and/or code) can get the original passwords by getting both the key and the encrypted text, whereas with a hash it's impossible.
People usually say that if a cracker owns your database or your code he doesn't need a password, thus the difference is moot. This is naïve, because you still have the duty to protect your users' passwords, mainly because most of them do use the same password over and over again, exposing them to a greater risk by leaking their passwords.
Hashing is a one-way function, meaning that once you hash a password it is very difficult to get the original password back from the hash. Encryption is a two-way function, where it's much easier to get the original text back from the encrypted text.
Plain hashing is easily defeated using a dictionary attack, where an attacker just pre-hashes every word in a dictionary (or every combination of characters up to a certain length), then uses this new dictionary to look up hashed passwords. Using a unique random salt for each hashed password stored makes it much more difficult for an attacker to use this method. They would basically need to create a new unique dictionary for every salt value that you use, slowing down their attack terribly.
It's unsafe to store passwords using an encryption algorithm because if it's easier for the user or the administrator to get the original password back from the encrypted text, it's also easier for an attacker to do the same.
As shown in the above image, if the password is encrypted it is always a hidden secret where someone can extract the plain text password. However when password is hashed, you are relaxed as there is hardly any method of recovering the password from the hash value.
Extracted from Encrypted vs Hashed Passwords - Which is better?
Is encryption good?
Plain text passwords can be encrypted using symmetric encryption algorithms like DES, AES or with any other algorithms and be stored inside the database. At the authentication (confirming the identity with user name and password), application will decrypt the encrypted password stored in database and compare with user provided password for equality. In this type of an password handling approach, even if someone get access to database tables the passwords will not be simply reusable. However there is a bad news in this approach as well. If somehow someone obtain the cryptographic algorithm along with the key used by your application, he/she will be able to view all the user passwords stored in your database by decryption. "This is the best option I got", a software developer may scream, but is there a better way?
Cryptographic hash function (one-way-only)
Yes there is, may be you have missed the point here. Did you notice that there is no requirement to decrypt and compare? If there is one-way-only conversion approach where the password can be converted into some converted-word, but the reverse operation (generation of password from converted-word) is impossible. Now even if someone gets access to the database, there is no way that the passwords be reproduced or extracted using the converted-words. In this approach, there will be hardly anyway that some could know your users' top secret passwords; and this will protect the users using the same password across multiple applications. What algorithms can be used for this approach?
I've always thought that Encryption can be converted both ways, in a way that the end value can bring you to original value and with Hashing you'll not be able to revert from the end result to the original value.
Hashing algorithms are usually cryptographic in nature, but the principal difference is that encryption is reversible through decryption, and hashing is not.
An encryption function typically takes input and produces encrypted output that is the same, or slightly larger size.
A hashing function takes input and produces a typically smaller output, typically of a fixed size as well.
While it isn't possible to take a hashed result and "dehash" it to get back the original input, you can typically brute-force your way to something that produces the same hash.
In other words, if a authentication scheme takes a password, hashes it, and compares it to a hashed version of the requires password, it might not be required that you actually know the original password, only its hash, and you can brute-force your way to something that will match, even if it's a different password.
Hashing functions are typically created to minimize the chance of collisions and make it hard to just calculate something that will produce the same hash as something else.
Hashing:
It is a one-way algorithm and once hashed can not rollback and this is its sweet point against encryption.
Encryption
If we perform encryption, there will a key to do this. If this key will be leaked all of your passwords could be decrypted easily.
On the other hand, even if your database will be hacked or your server admin took data from DB and you used hashed passwords, the hacker will not able to break these hashed passwords. This would actually practically impossible if we use hashing with proper salt and additional security with PBKDF2.
If you want to take a look at how should you write your hash functions, you can visit here.
There are many algorithms to perform hashing.
MD5 - Uses the Message Digest Algorithm 5 (MD5) hash function. The output hash is 128 bits in length. The MD5 algorithm was designed by Ron Rivest in the early 1990s and is not a preferred option today.
SHA1 - Uses Security Hash Algorithm (SHA1) hash published in 1995. The output hash is 160 bits in length. Although most widely used, this is not a preferred option today.
HMACSHA256, HMACSHA384, HMACSHA512 - Use the functions SHA-256, SHA-384, and SHA-512 of the SHA-2 family. SHA-2 was published in 2001. The output hash lengths are 256, 384, and 512 bits, respectively,as the hash functions’ names indicate.
Ideally you should do both.
First Hash the pass password for the one way security. Use a salt for extra security.
Then encrypt the hash to defend against dictionary attacks if your database of password hashes is compromised.
As correct as the other answers may be, in the context that the quote was in, hashing is a tool that may be used in securing information, encryption is a process that takes information and makes it very difficult for unauthorized people to read/use.
Here's one reason you may want to use one over the other - password retrieval.
If you only store a hash of a user's password, you can't offer a 'forgotten password' feature.