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Ogalinau Izajcevb
Ogalinau Izajcevb

Multikey 18.0.3 48 ##VERIFIED##


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Multikey 18.0.3 48 ##VERIFIED##


The event log ensure observers have a way to discover all A/B combinations that have ever been used, so it's perfectly reasonable to ask for them in a get() function. It's not lossy, but the contract wouldn't be able to enumerate them. It would rely on external inputs and then perform the multikey computation.


Multikey type, or even the Pair type for that matter. It should alwaysbe used together with the concepts it provides. The only purpose ofMultiKeyDictionary is to provide a nearly coherent and performant way ofusing MuliKey type.


In a nutshell, we prove that multikey FHE is secure in the random oracle model (R.S. model). The security proof is based on the hardness of the $P$ vs. $NP$ problem. This security is achieved by introducing the concept of random-oracle-driven homomorphism, which can be viewed as the inverse of homomorphic evaluation over fat ciphertexts. Unlike other attempts in the literature, our random oracle-driven homomorphism does not require the ciphertexts to be square. This is our key contribution.


We note that, many existing protocols use two types of ciphertexts, where one type of ciphertext is a private key and the other one is a fat ciphertext. In our multikey FHE, we propose a new type of ciphertext, that is, a fat ciphertext with two secret keys. We note that the two secret keys can be used to recover the original message, which is different from the traditional multikey FHE.


It would be interesting to know if this multikey FHE scheme can be applied to the INT32/INT64 types (or Java's long). The multikey FHE scheme requires that the MultiKeyDictionary class has a method to check if the ciphertext is equal to the "original" ciphertext of the identity. For example, in the 32-bit compressed representation, the number is of the form 0x0001... 0xffff. That means this method should check if the byteArray[i] equals the value 0x0001... 0xffff. But if this method is not implemented, then we can't figure out if two ciphertexts (encrypted under different public keys and different identities) are equal. At this point, I think this problem might be solvable, but I have to consider other possible problems first. If that is not solvable, then at least for Java, I think it's a good idea to make use of the Java's MemoryMappedFile class to create a Java version of the multikey FHE scheme. 3d9ccd7d82






https://www.smgg.org/group/mysite-200-group/discussion/f2d1ad11-c701-4806-af9c-054238abd604

https://www.chezleonidas.com/group/mysite-200-group/discussion/c86d6e3a-8fa1-48e3-ae11-3289bc41d6c4

https://www.ghcevv.org/group/mysite-200-group/discussion/f8502694-b5c5-4a54-a817-bc54cbd74126

https://www.thenique.com/group/catholic-central-nami/discussion/184f775c-a860-4aa9-9e79-92fd764ccb95

https://www.saintssouthwest.co.uk/group/saints-southwest-group/discussion/82f4a495-ab7c-4afc-ab59-df84b490f1f4

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