Most pressurized elements aren’t simple cubic
نویسندگان
چکیده
منابع مشابه
Cubic graphs with most automorphisms
Let G be a connected simple cubic graph; Aut G denotes its automorphism group. Let n be half the number of vertices of G. We define the arithmetic genus of a (possibly disconnected) graph as e−v+1 where e is the number of edges, v the number of vertices of G). For a connected simple cubic graph, g = n+1. The definition of arithmetic genus is motivated by the following: to a projective nodal cur...
متن کاملThe Most Important Elements in Japanese Culture
Japanese culture is not easy to understand for the Westerner examining it from the outside. It takes many years of study for a foreigner to get a grip on it, be able to understand what is going on, and at least in some cases see why something is happening. I have put together a list of the major components as I understand it but apologize in advance for things that I have missed or imperfectly ...
متن کاملTransorthogonal polynomials and simple cubic multivariate distributions
Transorthogonality for a sequence of polynomials on Rd has been recently introduced in order to characterize the reference probability measures, which are multivariate distributions of the natural exponential families (NEFs) having a simple cubic variance function. The present paper pursues this characterization of three various manners through exponential generating functions, transdiagonality...
متن کاملCubic Subfields of Exceptional Simple Jordan Algebras
Let E/k be a cubic field extension and J a simple exceptional Jordan algebra of degree 3 over k. Then £ is a reducing field of J if and only if E is isomorphic to a (maximal) subfield of some isotope of /. If k has characteristic not 2 or 3 and contains the third roots of unity then every simple exceptional Jordan division algebra of degree 3 over k contains a cyclic cubic subfield. Exceptional...
متن کاملMinimal Simple Pairs in the Cubic Grid
Preserving topological properties of objects during thinning procedures is an important issue in the field of image analysis. This paper constitutes an introduction to the study of non-trivial simple sets in the framework of cubical 3-D complexes. A simple set has the property that the homotopy type of the object in which it lies is not changed when the set is removed. The main contribution of ...
متن کاملذخیره در منابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
ژورنال
عنوان ژورنال: Physics Today
سال: 2008
ISSN: 0031-9228,1945-0699
DOI: 10.1063/1.4796933