نتایج جستجو برای: ij weakly lindelof

تعداد نتایج: 45643  

2014
Haru-aki Yanagisawa Garrison Mathis Toshiyuki Oda Masafumi Hirono Elizabeth A. Richey Hiroaki Ishikawa Wallace F. Marshall Masahide Kikkawa Hongmin Qin

The axoneme-the conserved core of eukaryotic cilia and flagella-contains highly specialized doublet microtubules (DMTs). A long-standing question is what protein(s) compose the junctions between two tubules in DMT. Here we identify a highly conserved flagellar-associated protein (FAP), FAP20, as an inner junction (IJ) component. The flagella of Chlamydomonas FAP20 mutants have normal length but...

Journal: :Proceedings of the Japan Academy. Series A, Mathematical sciences 2022

In this note, we investigate the tree-depth and tree-width in a heterogeneous random graph obtained by including each edge $e_{ij}$ $(i\neq j)$ of complete $K_{n}$ over $n$ vertices independently with probability $p_{n}(e_{ij})$. When sequence probabilities satisfies some density assumptions, show both are linear size high probability. Moreover, extend method to weighted graphs non-identical we...

2008
George R. Zug

On New Guinea and its surrounding islands, an assortment of Carlia with weakly tricarinate to smooth dorsal scales has been variously recognized as C. fusca or members of ûic fusca group. The C. fusca group has never been defined or characterized explicitly, nor has any other group of Carlia. A preliminary cladistic analysis of the Australian, New Guiñean, and Sundan Carlia failed to identify s...

Journal: :Journal of nematology 1996
H E Cabanillas J R Raulston

Two entomopathogenic nematodes, Steinernema riobravis and Steinernema carpocapsae, were compared for their ability to parasitize corn earworm, Helicoverpa zea (Boddie) prepupae and pupae in corn plots at the Lower Rio Grande Valley of Texas. The most effective S. riobravis concentration was 200,000 infective juveniles (IJ)/m(2) (95% parasitism), as compared with 100,000 IJ/m(2) (81%), 50,000 IJ...

Journal: :MIS Quarterly 2016
Zhan Shi Gene Moo Lee Andrew B. Whinston

Table A. ERGM Notations Network Graph Y, Yij a random network graph matrix, its i,j element Y-ij all elements except i,j y the set of all possible graphs for a fixed set of notes y, yij y, yij a realization of the random network graph and its i,j element zk(y) a statistic of network graph y Network Statistics t total number of edges d2 number of nodes which have at least 2 edges hs number of ed...

2014
Gopal R. Patil

1 Roadways, the links of transportation networks, are susceptible to a variety of degradations. 2 Some degradation patterns are severe; they make the network incapable of meeting origin3 destination (OD) demands. Most others are non-severe; they increase the network operational 4 cost while OD demands remain met. In other words, the network structure is resilient to such 5 degradations. It is i...

Journal: :Zeitschrift für Physik A Hadrons and Nuclei 1997

Journal: :Journal of physics. Condensed matter : an Institute of Physics journal 2009
P M Marcus S L Qiu

The elastic behavior and stability of elemental crystals are studied in the neighborhood of a stable equilibrium state, also called a phase, at finite pressure p. It is shown that two kinds of elastic constants are needed to describe elasticity under pressure. One set, designated as c(ij),i,j = 1-6, determines stability or lack of it; another set, designated as c(ij)(p), describes the linear re...

Journal: :Dalton transactions 2009
Ekaterina M Zueva Maria M Petrova Radovan Herchel Zdenek Trávnícek Raphael G Raptis Logesh Mathivathanan John E McGrady

A combination of detailed magnetisation studies and electronic-structure analysis using broken-symmetry DFT is used to explore the electronic structure of a trigonal prismatic Cu(II)(6) cluster. The presence of six paramagnetic metal centres with S = 1/2 gives rise to a maximum multiplicity of S = 3 and a total of 31 broken-symmetry states with M(S) < 3. Computed differences in energy between t...

2007
DE-JUN FENG

We continue the study in [11, 14] on the upper Lyapunov exponents for products of matrices. Here the matrix function M(x) is only assumed to be non-negative. In general, the variational formula about Lyapunov exponents we obtained in part I does not hold in this setting. Anyway we focus our interest on a special case where M(x) takes finite values M1, . . ., Mm. In this case we prove the variat...

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