One-sided patience with one-sided communication does not justify stackelberg equilibrium

One-Sided Interval Trees

We give an alternative treatment and extension of some results of Itoh and Mahmoud on one-sided interval trees. The proofs are based on renewal theory, including a case with mixed multiplicative and additive renewals.

Benchmarking One-Sided Communication with SKaMPI 5

One - sided Mullins - Sekerka Flow Does Not Preserve Convexity ∗ Uwe

The Mullins-Sekerka model is a nonlocal evolution model for hypersurfaces, which arises as a singular limit for the Cahn-Hilliard equation. Assuming the existence of sufficiently smooth solutions we will show that the one-sided Mullins-Sekerka flow does not preserve convexity. Introduction The Mullins-Sekerka flow is a nonlocal generalization of the mean curvature flow arising from physics [10,...

Performance Analysis of One-sided Communication Mechanisms

Performance analysis of parallel programs requires information about the dynamic behavior of all participating processes. The dynamic behavior can be modeled as a stream or trace of events. The events are chosen in such a way that they represent important aspects in the execution of the application on a level of abstraction suitable for the analysis task. Based on this idea, the KOJAK toolkit f...

One-Sided Communication Over MPI-1