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Mar
22
comment How to compute the dot product on encrypted values?
@RickyDemer. I misunderstood the scheme. I thought that you were able to do just one multiplications but after D.W explanation it's clear that you can do more unless you want to multiply them together. Thank you
Mar
22
accepted How to compute the dot product on encrypted values?
Mar
21
comment How to compute the dot product on encrypted values?
@RickyDemer in my case there is not secure multiparty computation. I have $m$ nodes. Each node is giving its $n$ integer values to another party who computes the dot product of all pairs of $m$ nodes.Also the cited reference at the link says for a public key construction with 1 multiplication but for dot product i need $n$
Mar
21
asked How to compute the dot product on encrypted values?
Mar
20
answered Security of Deterministic Encryption Scheme
Mar
19
revised Is Convergent Encryption really secure?
added 1197 characters in body
Mar
13
comment Is there an efficient way to hide the encrypted plaintext length with a block cipher?
@PaĆ­loEbermann i want to hide plaintext size
Mar
11
comment Is there an efficient way to hide the encrypted plaintext length with a block cipher?
The intuition of the question is to expand the ciphertext size such that when you encrypt only one block of plaintext and the message is one block to further produce more ciphertext blocks
Mar
11
comment Is there an efficient way to hide the encrypted plaintext length with a block cipher?
@fgrieu I.e: 16bytes of plaintext to 128*16bytes of ciphertext or to k*16bytes of ciphertext tuned by a parameter $k$ appropriately, given as input to the block cipher
Mar
11
asked Is there an efficient way to hide the encrypted plaintext length with a block cipher?
Mar
3
answered Why is Bcrypt called a Key Derivation Function?
Mar
3
comment Why is elliptic curve cryptography not widely used, compared to RSA?
@ThomasPornin Why then RSA outperfoms only in signature verification?and not in all other crypto-operations like encryption,decryption, signature.The operation is the same: Modular exponentiation vs multiplications on elliptic curve over much smaller modulo
Mar
3
comment Why is elliptic curve cryptography not widely used, compared to RSA?
@ThomasPornin Do you have a citation for the outperfomance of RSA on signatures verification ?
Mar
3
answered What goals is homomorphic encryption aiming to solve?
Feb
28
answered What is the difference between MAC and HMAC?
Feb
28
revised Is SHA-1 still practical secure under specific scenarios?
edited body
Feb
28
accepted Is SHA-1 still practical secure under specific scenarios?
Feb
28
comment Is SHA-1 still practical secure under specific scenarios?
@CodesInChaos Yes the key is unknown
Feb
27
asked Is SHA-1 still practical secure under specific scenarios?
Feb
25
accepted Which one is fastest? Karatsuba or Montgomery multiplication?