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Extra resources for Cisco - OSS Addressing OSS Issues for IP Netwk Mgmnt
An attacker, B can perform an unknown key-share attack as follows: 1. Firstly, B uses g r·r to compute g r·r ·y , and further uses g x·r·r to compute the values of cs = g x·r·r ·y and M3 = Ecs (g a ), where y , a ∈ Zp∗ are any values of his choice. 2. B then replaces M3 , g r·r ·y with M3 , g r·r ·y that is sent by B to A in Step(6). Upon receiving the message, A will compute cs = g x·r·r ·y and the session key, sk = H2 (g a ·b ). Note that the value of cs computed by A would then be identical as B ’s one.
It shall not require clock synchronization between the client and the server. It shall not use encryption. The ﬁrst four requirements are common to most cryptographic puzzle schemes. Clock synchronization and encryption are not used because they are not used in the most of SPAKA protocols. Since we integrate our puzzle to SPAKA protocols and aim to use the new protocols in any environment where the original SPAKA protocols are used, we do not ask for more cryptographic primitives or system services than those already used in the original SPAKA protocols.
Since we integrate our puzzle to SPAKA protocols and aim to use the new protocols in any environment where the original SPAKA protocols are used, we do not ask for more cryptographic primitives or system services than those already used in the original SPAKA protocols. Note that statelessness, which is a common requirement of a client puzzle system aiming to prevent TCP SYN ﬂood attack  is not a concern in our scheme, because our puzzle is integrated to SPAKA protocols that are not stateless.