We propose an efficient Verifiable Ring Encryption (VRE) for ad hoc groups. VRE is a kind of verifiable encryption [16,1,4,2,8] in which it can be publicly verified that there exists at least one user, out of a designated group of n users, who can decrypt the encrypted message, while the semantic security of the message and the anonymity of the actual decryptor can be maintained. This concept was first proposed in  in the name of Custodian-Hiding Verifiable Encryption. However, their construction requires the inefficient cut-and-choose methodology which is impractical when implemented. We are the first to propose an efficient VRE scheme that does not require the cut-and-choose methodology. In addition, while  requires interaction with the encryptor when a verifier verifies a ciphertext, our scheme is non-interactive in the following sense: (1) an encryptor does not need to communicate with the users in order to generate a ciphertext together with its validity proof; and (2) anyone (who has the public keys of all users) can verify the ciphertext, without the help of the encryptor or any users. This non-interactiveness makes our scheme particularly suitable for ad hoc networks in which nodes come and go frequently as ciphertexts can be still generated and/or verified even if other parties are not online in the course. Our scheme is also proven secure in the random oracle model.