"The preceding numbers represent numerical capabilities and constraints for which AHS programs can be run on Aquila. In the following sections, we will go through these device capabilities and build ...

Abstract: We show that in an n-dimensional hypercube (Q/sub n/), up to n - 1 (resp. n $2) links can fail before destroying all available Hamiltonian paths (resp. cycles). We present an efficient ...

Taiwanese Journal of Mathematics, Vol. 10, No. 2, Special Issue: Proceedings of the International Conference on Analysis and Its Applications, 2004 (February 2006), pp. 327-338 (12 pages) In this note ...

Abstract: Constant increasing in the Indonesian population causes an increase in the electricity consumption, as well as the complexity in distribution system networks. Such complex networks require a ...

This maze of jagged curls looks like something out of the world’s hardest puzzle book. How fast do you think you can solve it? Stuck? Don’t worry. It’s actually more of a connect the dots puzzle. The ...