Weisberg for guidance during this project. We would also like to extend our gratitude to Erin MacDonald and Joe Lyons for invaluable assistance in coding data. All data are available by request. 2 All duties on this paper were shared equally by the authors. Name order is presented alphabetically.

In this paper we prove: if a bounded domain with $C^2$ boundary covers manifold which has finite volume respect to either the Bergman volume, Kähler–Einstein or Kobayashi–Eisenman then is biholomorphic unit ball. This answers question attributed Yau. Further, when convex can assume that only $C^{1,\epsilon}$ regularity.

We introduce a statistical and linear response theory of selective conduction in biological ion channels with multiple binding sites possible point mutation. derive an effective grand-canonical ensemble generalized Einstein relations for the selectivity filter, assuming strongly coordinated ionic motion, allowing Coulomb blockade. The agrees well data from KcsA ${\text{K}}^{+}$ channel mutant. ...

This paper outlines and analyses the behaviours of small and medium enterprises with respect to the evaluation of electronic commerce investments, and the subsequent realisation of the anticipated benefits from those investments. The responses of executives who participated in the study suggested that on-going involvement in electronic commerce did not come cheaply. Nonetheless, our study sugge...

In recent times, games-based learning has been attracting the attention of educators around the world. One of the challenges in deploying games-based learning to cover a larger proportion of the curriculum is the high costs associated with development of the games. Games development often requires specialized skills sets. Inputs from academic specialists for the learning content and pedagogy is...

Peter Reddien attended graduate school at MIT in the lab of Bob Horvitz, studying programmed cell death in Caenorhabditis elegans. He carried out postdoctoral work with Alejandro Sánchez Alvarado at the University of Utah, where he performed the fi rst planarian RNA interference screen. He started his lab at the Whitehead Institute and the Department of Biology at MIT in 2005 and is an HHMI Inv...

When a finite group G acts faithfully on a graded integral domain S which is an algebra over a field k, such as a polynomial ring, we consider S as a kG-module. We show that S is asymptotically mostly projective in each degree, and also that it is in fact mostly free in an appropriate sense. Similar results also hold for filtered algebras, such as power series rings.