Abstract. Recently, cryptographic access control has received a lot of attention, mainly due to the availability of efficient Attribute-Based Encryption (ABE) schemes. ABE allows to get rid of a trusted reference monitor by enforcing access rules in a cryptographic way. However, ABE has a privacy problem: The access policies are sent in clear along with the ciphertexts. Further generalizing the idea of policy-hiding in cryptographic access control, we introduce policy anonymity where – similar to the well-understood concept of k-anonymity – the attacker can only see a large set of possible policies that might have been used to encrypt, but is not able to identify the one that was actually used. We show that using a concept from graph theory we can extend a known ABE construction to achieve the desired privacy property.