• No se han encontrado resultados

A model of self avoiding random walks for searching complex networks

N/A
N/A
Protected

Academic year: 2020

Share "A model of self avoiding random walks for searching complex networks"

Copied!
34
0
0

Texto completo

Loading

Figure

Table 1: Definitions of the auxiliary magnitudes of the model.
Figure 1: Auxiliary magnitudes of the SAW model in ER random networks with k = 10.
Figure 2: Average number of visited nodes of all degrees (V (h)).
Figure 3: Average number of covered nodes of all degrees.
+7

Referencias

Documento similar

It is generally believed the recitation of the seven or the ten reciters of the first, second and third century of Islam are valid and the Muslims are allowed to adopt either of

Keywords: Metal mining conflicts, political ecology, politics of scale, environmental justice movement, social multi-criteria evaluation, consultations, Latin

For instance, (i) in finite unified theories the universality predicts that the lightest supersymmetric particle is a charged particle, namely the superpartner of the τ -lepton,

Given the much higher efficiencies for solar H 2 -generation from water achieved at tandem PEC/PV devices ( > 10% solar-to-H 2 energy efficiency under simulated sunlight) compared

The purpose of the research project presented below is to analyze the financial management of a small municipality in the province of Teruel. The data under study has

In the preparation of this report, the Venice Commission has relied on the comments of its rapporteurs; its recently adopted Report on Respect for Democracy, Human Rights and the Rule

Although some public journalism schools aim for greater social diversity in their student selection, as in the case of the Institute of Journalism of Bordeaux, it should be

In the “big picture” perspective of the recent years that we have described in Brazil, Spain, Portugal and Puerto Rico there are some similarities and important differences,