TL;DR: In this article, an intervention with a 2(Presentation: No/Yes) by 2(Reminder sign: No /Yes) factorial design over three periods, Baseline, Intervention, and Follow-up, was evaluated.
TL;DR: Complex process control and maintenance are performed utilizing a nonlinear regression analysis to determine optimal tool-specific adjustments based on operational metrics, process adjustments and maintenance activities as mentioned in this paper. But this analysis is limited to a single process.
Abstract: Complex process control and maintenance are performed utilizing a nonlinear regression analysis to determine optimal tool-specific adjustments based on operational metrics, process adjustments and maintenance activities.
TL;DR: In this article, the authors consider a variant of the Lights Out problem in which the possible states for each vertex are indexed by the integers modulo k, and examine the space of null patterns on graphs, and use this as a way to prove theorems about Lights Out on graphs that are related to one another by two main constructions.
Abstract: The Lights Out problem on graphs, in which each vertex of the graph is in one of two states (“on” or “off”), has been investigated from a variety of perspectives over the last several decades, including parity domination, cellular automata, and harmonic functions on graphs. We consider a variant of the Lights Out problem in which the possible states for each vertex are indexed by the integers modulo k. We examine the space of “null patterns” (i.e., harmonic functions) on graphs, and use this as a way to prove theorems about Lights Out on graphs that are related to one another by two main constructions.