Presentation is loading. Please wait.

Presentation is loading. Please wait.

CSE-C3400 Information security

Similar presentations


Presentation on theme: "CSE-C3400 Information security"— Presentation transcript:

1 CSE-C3400 Information security
User authentication Tuomas Aura CSE-C3400 Information security Aalto University, autumn 2014

2 Outline Passwords Physical security tokens and two-method authentication Biometrics Common mantra: User authentication can be based on something you know something you have something you are

3 Passwords

4 Username and password Passwords are used for entity authentication
Needed for access control and auditing: access control = authentication + authorization Entity authentication vs. message authentication Password is a shared secret between the user and computer system Limitations arise from the reliance on of human memory and input methods (and from the lack of cryptographic computing capability) What attacks are there against passwords?

5 Sniffing and key loggers
Password sniffing on the local network used to be a major problem; mostly solved by cryptographic authentication: SSH, SSL, HTTP Digest Authentication, MS-CHAPv2 Key logger: software or hardware that stores all key strokes typed on a computer Used to be a problem in public-access computers e.g. at libraries and cafes Now can be malware on any computer Why do some bank web sites ask you to use the mouse to enter the PIN code?

6 Password recovery Humans are prone to forget things  need a process for recovering from password loss Recovery mechanisms often enable new attacks What are the advantages and disadvantages of the following recovery mechanisms? Security question or memorable secret, e.g. birth place, mother’s maiden name, pet’s name ing password to another user account Physical visit to helpdesk Yellow sticker on the back of the keyboard USB memory stick with a password recovery file

7 Password reuse Administrative countermeasures:
How many different user accounts and passwords do you have? Ever used the same or similar password on two accounts? Using the same or related passwords on multiple accounts means that one compromised system or account can lead to compromise of the other accounts Administrative countermeasures: Passwords chosen by the service, not set by users Exotic password format requirements Single sign-on to enable just one password Personal countermeasures: Generating service-specific passwords from one master password Password wallet (e.g. on phone) encrypted with a master password (e.g. F-Secure Key)

8 Shoulder surfing Keyboards and screens are highly visible  others may see what you are typing Password and PIN prompts usually do not show the characters Does this make sense for all secrets input? Increasingly, showing the characters is a UI option *******

9 Password guessing Dictionary attack and other intelligent guessing vs. brute-force trials Countermeasures against guessing Limit the number or rate of login attempts Minimum password length and complexity, password quality check Preventing reuse of old passwords System-generated random passwords Password aging i.e. mandatory periodic password changes (typically every three months)

10 Online vs. offline guessing attacks
Offline attack: cracking the password from a know hash (or other value computed from) of the password E.g. MS-CHAPv2, Kerberos, HTTP digest authentication without SSL Unlimited number of guesses  attacker can perform an exhaustive brute-force search Online guessing: attacker tries to login many times E.g. PIN code entry on a phone E.g. network login to an authenticated server over SSH or SSL System can limit the number or rate of guesses Big difference in the required password strength: Online guessing success probability ≈ number of allowed guesses / number of possible passwords Offline attack requires cryptographic strength from the password, e.g. 128-bit entropy, to prevent exhaustive search Authentication protocols that are vulnerable to network sniffing and offline guessing are simply outdated

11 Measuring password strength
Many possible metrics: Number of possible passwords Entropy = amount of missing information Average/median time to crack a specific password Average/median time to crack any one password Probability of success as a function of time or number of trials etc. When the user is allowed to choose the password, measuring its strength accurately is impossible Metrics are important to consider when designing new types of passwords Graphical passwords Password complexity requirements

12 Password entropy Entropy = the amount of missing information Examples:
Entropy H = - ∑ x ∈ passwords (P(x) ⋅ log2 P(x)) ≤ log2(number of possible passwords) Examples: Random 8-character alphanumeric passwords have H = 8 ⋅ log2( ) = 47.6 bits Random 4-digit PIN codes have about H = 13.3 bits of entropy One-bit increase in entropy approximately doubles the cost of guessing attacks (exactly so for even probability distribution) Human-selected passwords have less entropy than random ones because some are chosen more often than other Should banks allow the customer to choose the PIN? Do password quality checks increase entropy? Passwords rely on human memory  password entropy cannot grow over time  human memory cannot compete with computer speed

13 PIN entropy examples PIN entropy examples: Password entropy examples:
Note: Entropy is not always the best measure of password strength. Nevertheless, the concept should be part of the BSc math courses, and you should learn to calculate basic examples. (Please point out any errors.) PIN entropy examples PIN entropy examples: Random 4-digit PIN: H = - ∑ 1…10000(1/10000⋅log2(1/10000)) = log2(10000) = 13.3 bits PIN chosen based on a date (format DDMM): H = log2(365) = 8.5 bits Assume only 30% of users replace the random PIN with a date: Pdate = 30%⋅1/ %⋅1/10000 = Pother = 70%⋅1/10000 = H = - 365⋅Pdate ⋅log2(Pdate) - ( ) ⋅Pother⋅log2(Pother) = 12.6 bits Password entropy examples: Random 8-character (printable ASCII) passwords: H = log2(958) = 52.6 bits Random 8-character alphanumeric passwords: H = log2(628) = 47.6 bits Random eight lower-case characters: H = log2(268) = 37.6 bits Random six lower-case characters + two digits (e.g. okwrsn91): H = log2(266⋅102) = 34.8 bits Random 6-character English word + two digits (e.g. banana28): H = log2(15222⋅102) = 20.5 bits

14 Password entropy examples
Random 8-character (printable ASCII) passwords: H = log2(958) = 52.6 bits Random 8-character passwords with exactly two upper case, two lower case, two digits, two special characters: 26 capitals, 26 non-capitals, 10 digits, 33 other Orderings 8!/(2!⋅2!⋅2!⋅2!) = 2520 Different passwords: 262⋅262⋅102⋅332⋅2520 H = log2(262⋅262⋅102⋅332⋅2520) = 46.8 bits Random 8-character alphanumeric password with at least one upper case and at least one digit: All 8-character alphanumeric passwords: 628 Those with no upper case: (62-26)8 = 368 Those with no digit: (62-10)8 = 528 Those with with no upper case and no digit: ( )8 = 268 Allowed passwords: 628 – ( ) (inclusion exclusion principle) H = log2(628 – ( ) + 268) = 47.2 bits Random alphanumeric passwords with one special character: 7-character alphanumeric passwords: 627 33 special characters to choose from, 8 possible locations to insert it H = log2(627 ⋅ 33 ⋅ 8) = 49.7 bits What conclusion should we make? Not any strong one. The rules have different effect on human-chosen passwords and random ones

15 Botnets and parallel online guessing
10 banks, each with 106 customer accounts Public or easy-to-guess user ID 4-digit PIN or one-time code required to log in Client IP address blocked after 3 failed logins per day Attacker has a botnet of 105 computers Each bot makes one login attempt to one account in each bank every day  106 login attempts in a day  ~100 successful break-ins in a day Countermeasures: Make user IDs hard to guess: long, randomly selected, and different from account numbers Ask a “salt” question, e.g. memorable word, in addition to user ID and PIN  increased entropy reduces attacker success rate

16 Storing passwords on server
It is prudent to assume that your password database is public Unix /etc/password is traditionally world readable Attackers often manage to read files or database tables on a web server e.g. with SQL injection How to store passwords in a public file? Store a hash i.e. one-way function of the password When user enters a password, hash and compare Use a slow hash (many iterations of a standard hash function) to make brute-force cracking more difficult Include random account-specific “salt”: slow_hash( password | salt) to prevent simultaneous brute-force cracking of many passwords, pre-computation attacks, and equality comparison between passwords !

17 Password hashing Password-based key derivation function PBKDF2 [PKCS#5,RFC2898]* Good practical function; uses any standard hash function, at least 64-bit salt, any number of iterations Unix crypt(3) [Morris and Thompson 1978]* Historical function for hashing passwords stored in /etc/passwd aura:lW90gEpaf4wuk:19057:100:Tuomas Aura:/home/aura:/bin/zsh Password = eight 7-bit characters = 56-bit DES key Encrypt a zero block 25 times with modified DES 12-bit salt used to modify DES key schedule Stored value includes the salt and encryption result Too short salt enables e.g. rainbow table attacks Replaced by more modern hash functions and encrypted, read-protected shadow passwords (why?)

18 PBKDF2 PBKDF2 (P, S, c, dkLen)
Function for slow hashing of passwords Many iterations to make the computation slower Used in WPA2-Personal for deriving keys from password (makes offline cracking more difficult) Could also be used for hashing stored passwords on a server PBKDF2 (P, S, c, dkLen) P = password S = salt c = iteration count dkLen = length of the result PRF = keyed pseudorandom function F (P, S, c, i) = U1 xor U2 xor ... xor Uc U1 = PRF (P, S || i) U2 = PRF (P, U1) ... Uc = PRF (P, Uc-1) Repeat for i=1,2,3... until dkLen output bytes produced

19 One-time passwords Use each password only once to thwart password sniffers and key loggers Lamport hash chain: H1 = hash (secret seed); Hi+1= hash (Hi) Server stores initially H100 and asks user to enter H99. Next, stores H99 and ask for H98, and so on Unix S/KEY or OTP [RFC1760,RFC1938] 1: HOLM BONG VARY TIP JUT ROSY 2: LAIR MEMO BERG DARN ROWE RIG 3: FLEA BOP HAUL CLAD DARK ITS 4: MITT HUM FADE CREW SLOG HAST Hash-based one-time passwords HOTP [RFC4226] HOTP(K,i) = HMAC-SHA-1(K,i) mod 10D Produces a one-time PIN code of D decimal digits Time-based one-time passwords Many commercial products such as RSA SecurID Which attacks do one-time passwords prevent and which not?

20 Spoofing attacks Attacker could spoof the login dialog; how do you know when it is safe to type in the password?

21

22 Trusted path Attacker could spoof the login dialog; how do you know when it is safe to type in the password? Trusted path is a mechanism that ensures direct and secure communication between the user and a specific part of the system (with the TCB) Crtl+Alt+Del in Windows opens a security screen that is difficult to spoof Web browser shows the URL in the address bar in a way that cannot be spoofed by a web server With malware and virtualization, it is increasingly hard to know what is real

23 Other threats No system is perfectly secure: system designers have a specific threat model in mind, but the attacker can break these rules “The attacker does not agree with the threat model.” (Bruce Christianson) Some other attacks against PINs and passwords: Phishing and social engineering User mistakes: using wrong password Camera to record key presses Heat camera to detect pressed keys Acoustic emanations from the keyboard etc.

24 Physical security tokens and two-method authentication

25 Physical security tokens
Smart card is a typical physical security token Holds cryptographic keys to prove its identity Tamperproof: secret keys will stay inside Used for door keys, computer login, bank card Other security token implementations: smart button, USB dongle, mobile phone Two-method authentication: require both physical token and a PIN Attacker needs to both steal the physical device and learn the PIN  clear qualitative increase in security

26 Issues with physical tokens
Physical tokens require distribution Computers (or doors etc.) must have readers It is not easy to integrate cryptographic tokens to all systems E.g. how to use a physical token if the application requires cached credentials (password) on the client or on a proxy server Process needed for recovering from the loss of tokens Are smart card + PIN really two factors?

27 Authentication with mobile phone
Two-channel authentication used by major online services: Confirmation via telephone: callback, text msg Sending a second secret to a known address: text message, , post Alerting user to potentially malicious events Secure element in the mobile phone can be used as a login token The SIM is a smart card and could also act as the authentication token

28 Biometrics

29 Biometric authentication
T Johdatus tietoliikenteeseen, kevät 2010 Biometric authentication Biometric authentication means verifying some physical feature of the user Physiological characteristic: photo, signature, face geometry, fingerprint, iris scan, DNA Behavioral characteristic: voice, typing, gait Biometrics are not 100% reliable: False acceptance rate FAR False rejection rate FRR Equal error rate EER (less informative) FAR FRR 50% EER

30 Issues with biometrics
Biometrics require enrollment and readers Typically not usable for online users (over the Internet) Big difference in the security of unsupervised vs. supervised readers E.g. fingerprint reader on computer vs. iris scanner at immigration Suitability for security architectures: Are biometric characteristics secrets? Can they be copied? E.g. fingerprints on iPhone How to revoke biometrics? What if enrollment fails? Some people have no fingerprints, or no fingers

31 Reading material Dieter Gollmann: Computer Security, 2nd ed., chapter 3; 3rd ed. chapter 4 Matt Bishop: Introduction to computer security, chapter 11 Ross Anderson: Security Engineering, 2nd ed., chapters 2, 15 Edward Amoroso: Fundamentals of Computer Security Technology, chapters 18-19

32 Exercises Why do you need both the username and password? Would not just one secret identifier (password) be sufficient for logging in? What effect do strict guidelines for password format (e.g. 8 characters, at least 2 capitals, at least 2 digits, at least 1 special symbol) have on the password entropy? What is the probability of guessing the code for a phone that allows 3 attempts to guess a 4-digit PIN code, then 10 attempts to guess an 8-digit PUK code? In what respects is PBKDF2 better for password hashing than crypt(3)? How many hash values van a brute-force attacker test in second with a new GPU? Hint: Check the BitCoin mining speeds. How do mandatory periodical password changes increase security? What is the optimal interval? How to limit the number of login attempts without creating a DoS vulnerability? Learn about graphical passwords and compare their entropy to different-length passwords and PIN codes. Learn about HTTP Digest Authentication [RFC2617] and MS-Chap-V2 [RFC2759]. Explain how to perform an offline password guessing attack after sniffing a login. In a social network, could authentication be based on who you know (or who knows you), or where you are? What advantages and disadvantages might a fingerprint reader have in a car lock?


Download ppt "CSE-C3400 Information security"

Similar presentations


Ads by Google