نتایج جستجو برای: randic incidence matrix

تعداد نتایج: 599614  

2017
Sirikwan Umpunthongsiri Anucha Apisarnthanarak Pojanee Srimanoj Thana Khawcharoenporn Chayanin Aungthong Narissara Mungkornkaew Pansajee Damronglerd Sasinuch Rutjanawech Nuntra Suwantarat

2007
Tibor Besedeš

More than half of all US import relationships begin with less than $10,000 annually. The median relationship is observed to last just one year. The incidence and duration of these relationships are consistent with a search model of international trade. The preponderance of small starting relationships reveals uncertainty present in formation of trade relationships. Initial size, reliability, an...

2004
Steven M. Babin S. M. BABIN

ecause weather and climate effects may result in spatial and temporal changes in human disease incidence, it is important to consider them when determining whether disease outbreaks are due to natural causes or to bioterrorism. Some diseases (e.g., vectorborne) respond almost directly to environmental parameters. Weather conditions also may result in increased disease incidence by stressing a p...

2001
Annelie VON ARNIM Ulrich FAIGLE Rainer SCHRADER

Schoute (1911) introduced the permutahedron on an n-element set N= { 1, . . . , n} as follows. With any permutation n of N we associate an incidence vector x(71) = (n(I), *.., n(n)) E IR”. The permutahedron is the polytope Perm(N) = conv{x(rr): rr is a permutation of N}. Independently, several authors (cf., e.g., Rado [4], Balas [l], Gaiha and Gupta [2], Young [6]) studied the permutahedron and...

2010
JOHN ERNEST R. L. Wilder

The problem of characterizing the closed 2-cell E2 as an irreducible lc-connexe about a 1-sphere using unicoherence and not assuming compactness was proposed by Professor R. L. Wilder. It is found in Theorem 1 that a semi-peanian space in which all 1-spheres are contained in lc-connexes which are irreducible relative to certain unicoherence properties and satisfy a certain incidence relation an...

Journal: :CoRR 2011
F. Correa da Silva Alan Bundy

Incidence Calculus and Dempster-Shafer Theory of Evidence are both theories to describe agents' de­ grees of belief in propositions, thus being appropri­ ate to represent uncertainty in reasoning systems. This paper presents a straightforward equivalence proof between some special cases of these theories.

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