Because multicore architectures have become the industry standard, programming abstractions for concurrent programming are of key importance. Stream programming languages facilitate application domains characterized by regular sequences of data, such as multimedia, graphics, signal processing and networking. With stream programs, computations are expressed through independent actors that interact through FIFO data channels. A major challenge with stream programs is to load-balance actors among available processing cores. The workload of a stream program is determined by actor execution times and the communication overhead induced by data channels. Estimating communication costs on cache-coherent shared-memory multiprocessors is difficult, because data movements are abstracted away by the cache coherence protocol. Standard execution time profiling techniques cannot separate actor execution times from communication costs, because communication costs manifest in terms of execution time overhead.

We present a novel 2-approximation algorithm for deploying stream graphs on multicore computers and a stream graph transformation that eliminates bottlenecks. The key technical insight is a data rate transfer model that enables the computation of a "closed form", i.e., the data rate transfer function of an actor depending on the arrival rate of the stream program. A combinatorial optimization problem uses the closed form to maximize the throughput of the stream program. Although the problem is inherently NP-hard, we present an efficient and effective 2-approximation algorithm that provides a lower bound on the quality of the solution. We introduce a transformation that uses the closed form to identify and eliminate bottlenecks.