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1 ring configuration typical of the underlying polyhedron.
2 ucture of the first observed metallic XeF(8) polyhedron.
3 l angles along all edges of the coordination polyhedron.
4 tivity vertices from the eleven-vertex closo polyhedron.
5 f shape (the equilibrium crystal shape) is a polyhedron.
6 d solvent molecule to the metal coordination polyhedron.
7 ion of azide anion to the metal coordination polyhedron.
8 ut a continuum of expression states within a polyhedron.
10 which can cap one triangular face of a metal polyhedron), a bis-bidentate ligand L(2) (which can span
11 there is just a single tetrahedral Goldberg polyhedron, a single octahedral one, and a systematic, c
13 cond water molecule to the zinc coordination polyhedron and also in H94N CAII due to the displacement
14 the tetragonal elongation of the CoO(4)S(2) polyhedron and the ordered moment in (Sr(1-x)Ba(x))(2)Co
15 and L(2) (which can span one edge of a metal polyhedron), and a range of M(2+) ions (M = Co, Cu, Cd),
16 , transform their outer shell to form mature polyhedrons, and become packaged with the viral double-s
17 internal angles in each planar face of each polyhedron by solving a system of n equations and n vari
21 E2 peptide antibodies detected E1 and E2 in polyhedron extracts, and the antibodies were shown to be
26 possibility: a continuum of states within a polyhedron, in which the vertices represent specialists
28 multiple tasks are arranged in a polygon or polyhedron (line, triangle, tetrahedron and so on, gener
29 Pd(NO3)2 delivers Fujita-type metal-organic polyhedron (MOP) 3 which bears 24 covalently attached me
30 Pd(NO3)2 afforded Fujita-type metal organic polyhedron MOP1 (diameter approximately 8.2 nm), which i
31 arlo simulations of six convex space-filling polyhedrons, namely, truncated octahedrons, rhombic dode
34 d that expression of the AMViap gene rescued polyhedron production in Autographa californica M nucleo
35 minimum bounding ellipsoid of a coordination polyhedron provides a general method for studying distor
38 istances along the edges of the coordination polyhedron show exactly the same quadratic dependence as
40 cuboctahedron is an archimedean semiregular polyhedron that combines square and triangular faces.
42 revealed an unusual non-spheroidal Pd37-atom polyhedron, which may be readily envisioned to originate
43 lecules lead directly to the construction of polyhedrons, whose edges consist of double helical DNA a
45 to clathrates along with a unique 22-vertex polyhedron with two hexagonal faces capped by additional
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