Computational hardness refers to the difficulty of solving certain mathematical problems within a reasonable timeframe, often making them impractical for conventional computing methods. This concept is essential in cryptography, where the security of encryption schemes relies on the assumption that specific problems, like factoring large integers or solving discrete logarithms, cannot be efficiently solved. In the context of quantum homomorphic encryption and blind computation, computational hardness plays a crucial role in ensuring that operations performed on encrypted data remain secure, even when processed by untrusted parties.
congrats on reading the definition of Computational Hardness. now let's actually learn it.