1. Using all the characters in your full name Name: Alsaafani Muaadh a. Using the characters in your full name, calculate the probability distribution table for each character in your name.
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- Question 3What is the entropy of your name (Turki + Alamri)?please try to understand the question and provide the correct answer i will give thumb up (like) if your answer is correct and suitable I NEED A VERY GOOD ANSWER AND GOOD EXPLAINITION....I ALREADY POSTED THIS QUESTION BUT NOW I MAKE EASY FOR IT PLZ HELP ME WITH THIS ASAP RSA (Rivest–Shamir–Adleman) and AES (Advanced Encryption Standard) are two different types of ciphers. You are now given two large primes, p and q, a cryptographic hash function H(x).a) DESCRIBE the RSA algorithm. In your description, you should make clear how RSA keys are generated, how a message is encrypted and how a cipher text is decrypted.1. Which of the following description regarding the 1–2 oblivious transfer are correct? Group of answer choices Alice, the sender, has two messages m0 and m1; she knows exactly which one will be received by Bob the receiver. Alice, the sender, has two messages m0 and m1; she does not know which one will be received by Bob the receiver. The sender and receiver do not need to exchange secret messages during the information transfer. The sender and receiver need to exchange secret messages during the information transfer. 2. Suppose assume cloud provider is (potentially) malicious. We can take the following ways to protect users' privacy and enhance the system's security. Group of answer choices Asymmetric-key encryption Homomorphic encryption Obfuscation Symmetric-key encryption
- When Alice sends one Bitcoin to Bob, which of the following information does she Not need? Alice’s secret key (or it’s hash) Alice’s public key (or it’s hash) Bob’s secret key (or it’s hash) Bob’s public key (or it’s hash)2. RSA uses modulo math as the basis for creating a public and private key True. or. False 4.When the intruder knows some of the plaintext and cipher-text pairings, this is known as what type of attack? Cipher-text attack Known-plaintext attack Chosen-plaintext attackCan you please help me with this: RSA can be used for: Digital Signature Encryption and Decryption Key exchange All the above RSA is secure because: Factoring large integers is easy Factoring large integers is hard Modular arithmetic is hard Modular arithmetic is easy Which description about the Diffie-Hellman Protocol is NOTcorrect? Diffie-Hellman Protocol is used to negotiate a key over a public channel. The base gand modulus pare publicly known. Diffie-Hellman Protocol authenticates each party. Diffie-Hellman Protocol is vulnerable to the Man-In-The-Middle Attack.
- Which of the following algorithms are not asymmetric? RSA Elliptic curve cryptography (ECC) AES Diffie- Hellman If an individual encrypts a message with his own private key, what does this assure? Integrity Confidentiality Availability Message AuthenticityCorrect answer will be Upvoted else downvoted. Thank you! Monoalphabetic ciphers are stronger than Polyalphabetic ciphers because frequency analysis is tougher on the former. i) True ii) FalseLet p = 37 and q = 31 in the RSA set up. A. What are all the valid exponents in this case? Pick a specific value of exponents, e1. For this exponent (public key) compute the corresponding private key d1. Take message x = random value from the set of allowed values? Define this set explicitly. For this x, compute the cipher y using the public key. Decrypt this y using the private key. Show all steps in the encryption and decryption process; use the fast method for exponentiation. I can do most of the problem except I am having problems proving the fast method, so a detailed explaination on how to do that would be appreciated. Thank you.
- Create an encryption for the following messages using Caesar’s key of 7: Information Intelligence Algorithm Pentagon BoldItalicUnderlineq12- The security of symmetric encryption depends on the secrecy of the algorithm, not the secrecy of the key as the key is shared between the sender and receiver. Select one: True FalseLet 1 = (Gen1;Enc1;Dec1) and 2 = (Gen2;Enc2;Dec2) be two encryption schemes for which it is knownthat only one is CPA-secure. The problem is that you don't know which one is CPA-secure and which onemay not be. Show how can we identify if 1 or 2 is CPA secure.