NANO-SCALED GRAFTING WITH PHSOPHOLIPID POLYMERS Kazuhiko Ishihara, Toru Moro, Yoshio Takatori, Hiroshi Kawaguchi, Kozo Nakamura, and Tomohiro Konno Department of Materials Engineering, School of Engineering and Center for NanoBio Integration The University of Tokyo, Tokyo, 113-8656, Japan Department of Sensory and Motor System Medicine, School of Medicine The University of Tokyo, Tokyo, 113-865...

This paper considers optimal routing and channel assignment (RCA) schemes to realize hypercube communication on optical mesh–like networks. Specifically, we identify lower bounds on the number of channels required to realize hypercube communication on top of array and ring topologies and develop optimal RCA schemes that achieve the lower bounds on these two topologies. We further extend the sch...

hyper-tubes consisting of hyper-cubes of n-dimensions were designed and formulas for substructures of vary dimensions established.

1. If a compact Lie group P acts on a completely regular topological space E then E is said to be a principal P-bundle if whenever the relation px — x holds for pÇzP, x£E it follows that p = e, the identity of P. The orbit space X = E/P is called the base space and the map tt: E—>X carrying y into its orbit P-y is called the projection. Suppose now that G is a Lie group, 77i a closed subgroup o...

a tiling of a surface is a decomposition of the surface into pieces, i.e. tiles, which cover it without gaps or overlaps. in this paper some special polygonal tiling of sphere, ellipsoid, cylinder, and torus as the most abundant shapes of fullerenes are investigated.

A tiling of a surface is a decomposition of the surface into pieces, i.e. tiles, which cover it without gaps or overlaps. In this paper some special polygonal tiling of sphere, ellipsoid, cylinder, and torus as the most abundant shapes of fullerenes are investigated.

A method of defining the complex structure(i.e. moduli) for dynamically triangulated(DT) surfaces with torus topology is proposed. Distribution of the moduli parameter is measured numerically and compared with the Liouville theory for the surface coupled to c = 0, 1 and 2 matter. Equivalence between the dynamical triangulation and the Liouville theory is established in terms of the complex stru...