# All Questions

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### IV larger than block size of cipher?

Is there any advantage to using an IV larger than a cipher's block size? Say I'm using AES-256 in Galois Counter Mode (GCM). My file format looks like this: ...
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### Encryption that can only be decrypted once?

I want to encrypt a message so that it can only be decrypted once. I know that we can use nonces to do this when we exchange data over a communication channel, but in my case the cipher text will be ...
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### For a given PlainText-CipherText pair how many valid keys are there in AES?

For $PT\in \mathbb{M}$ and $CT\in \mathbb{C}$, let $\mathbb{F}=\{f|f:\mathbb{M}\rightarrow\mathbb{C}\}$ be the collection of all functions from $\mathbb{M}$ to $\mathbb{C}$. Then AES encryption under ...
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### PublicKey Unknown Encoding

I have a public key: ...
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### Public Key Encryption using ECDHE and AES-GCM

Using a text book example, Alice and Bob want to communicate securely using encrypted messages over an insecure channel (the Internet). Alice and Bob have decided to use ECDH (using ephemeral keys ...
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### What is the most an adversary can do in the context of public key masquerading?

Suppose two parties A and B are using a public-key encryption scheme in order to communicate securely. A and B both have a public/private key pair: $$A: (P_A, S_A), B: (P_B, S_B)$$ and A already ...
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### Collision likelihood from /dev/urandom for VMs using the same underlying hardware

We have multiple virtual machines sharing the same physical hardware. We use /dev/urandom for session key generation. But a question comes up: if ...
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### Design for file transfers to a new party

I'm pondering a problem of how to enable transfers of files from clients to people that does not yet have an application/account/keys yet. Here's my current thought for Alice wanting to send Bob ...
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### How to detect changes in data while preserving confidentiality (under constraints)?

Suppose party $A$ has two pieces of data, $X$ and $Y$, either of which may change separately, or they may change together. Given the following constraints: $A$ knows its current $X$ and $Y$ but has ...
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