Solo-Fast Universal Constructions for Deterministic Abortable Objects

In this paper we study efficient implementations for deterministic abortable objects. Deterministic abortable objects behave like ordinary objects when accessed sequentially, but they may return a special response

abort

to indicate that the operation failed (and did not take effect) when there is contention.

It is impossible to implement deterministic abortable objects only with read/write registers [3]. Thus, we study

solo-fast

implementations. These implementations use stronger synchronization primitives, e.g., CAS, only when there is contention. We consider interval contention.

We present a non-trivial solo-fast universal construction for deterministic abortable objects. A universal construction is a method for obtaining a concurrent implementation of any object from its sequential code. The construction is

non-trivial

since in the resulting implementation a failed process can cause only a finite number of operations to abort. Our construction guarantees that operations that do not modify the object always return a legal response and do not use CAS. Moreover in case of contention, at least one writing operation succeeds. We prove that our construction has asymptotically optimal space complexity for objects whose size is constant.