Sentence examples for optimal memory from inspiring English sources

While we adapt common optimization techniques, such as optimal memory traffic, register blocking, and concurrency control, we also show that a different mindset and techniques are needed when matrices are tiny, and in particular, sub-vector/warp in size.

Techniques for optimal memory traffic, register blocking, and tunable concurrency are incorporated in our proposed design.

We present optimal memory bounds for pure (deterministic) almost-sure winning and optimal winning strategies in stochastic graph games with Muller winning conditions.

We present optimal memory bounds for pure almost-sure winning and optimal winning strategies in stochastic graph games with Muller winning conditions.

This information is processed using an Integer Linear Program (ILP) based framework to generate the optimal memory allocation for each state in the HDF graph.

An strategy for optimal memory usage has been designed, which has allowed a remarkable reduction of the memory requirements.

Nevertheless, as our main focus lies on application specific and highly optimized systems-on-chips we still consider those times as reasonable commitment in exchange for a power-optimal memory configuration.

We establish optimal (exponential) memory bounds and EXPTIME-completeness of the qualitative analysis problems under finite-memory strategies for POMDPs with parity objectives.

Categorizing those problems and challenges provides a picture of the issues researchers have yet to investigate and to support solutions for an optimal scoped memory model.

For optimal cache memory configuration mathematical models have been proposed in the past.

But for auto-incremental integer keys, dictionary data structure is not optimal in memory consumption and performance.