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Working in industry as a cryptography engineer.

To contact me, email paulgrub AT umail DOT iu DOT edu


Oct
17
comment Prove that the affine cipher over Z26 has perfect secrecy if every key is used with equal probability of 1/312
Well, I'd start by reviewing the definition of perfect secrecy.
Oct
14
answered Is it true the longer the key length is the more secure the encryption?
Oct
14
comment how does the order-preserving encryption scheme distribute the buckets?
Are you sure we're talking about the same paper? You might be thinking of the earlier paper by Agrawal et al.
Oct
13
comment how does the order-preserving encryption scheme distribute the buckets?
Which density function?
Oct
10
comment how does the order-preserving encryption scheme distribute the buckets?
Which order-preserving encryption scheme in particular are you interested in?
Oct
8
reviewed Approve suggested edit on How exactly does AES-NI work?
Oct
8
answered How exactly does AES-NI work?
Oct
8
comment How costly is to find millions of large prime numbers for RSA?
OP: Are you implementing a Honey Encryption scheme for RSA secret keys?
Oct
1
reviewed Approve suggested edit on Is deniable error-correction possible?
Sep
30
comment Bridging the gap between security proofs and “real-world” security
Hmm... you might be right. I wouldn't be offended if people voted to close; this was just on my mind and I wanted to solicit input from the community.
Sep
30
comment Bridging the gap between security proofs and “real-world” security
I guess a salient example of this is encryption that preserves some functionality of the plaintext in the ciphertexts. Most good schemes in this area provide a proof of security based on a constructed model of the ideal functionality. How do we reason about the relevance of that model to a real deployed implementation of the scheme?
Sep
29
asked Bridging the gap between security proofs and “real-world” security
Sep
24
awarded  Autobiographer
Sep
24
comment what is the difference between IBE and ABE schemes
This sounds like a homework question. Is it?
Sep
24
comment reducing false positives in searchable encryption
Actually I'm not sure, come to think of it.
Sep
23
comment reducing false positives in searchable encryption
D.W. is (i think) his handle here.
Sep
22
comment Checking the share membership in secret sharing schemes
I suspect this kind of distinguishing ability would break the information-theoretic security of the Shamir scheme, but I'm not sure.
Sep
19
comment reducing false positives in searchable encryption
David Wagner is a member of this community... Hopefully he'll see this and give you an authoritative answer :)
Sep
17
comment Secure order preserving hash function
To the OP: It's also possible to construct an order-preserving compression algorithm for strings: 1 2
Sep
17
reviewed Approve suggested edit on Pollard's Rho - Constructing the random function