Comparative study between Kleinberg algorithm and biased selection algorithm for small world networks construction
Abstract:
Actually Small-World Networks is a very important topic, it is present in a lot of applications in our environment. A target of many algorithms is to establish methods to get that any node in a graph can establish a direct connection with a randomly "long-range neighbor". This work is comparative study between two algorithms that get this target (Kleinberg and Biased Selection), I demonstrate by my experiments that both get the Kleinberg's distribution. I conclude that the Kleinberg's algorithm distribution maintains a probability directly proportional to Euclidian distance, and Biased Selection, although also maintains a probability directly proportional to Euclidian distance, allows that a node can get a farther node as "long-range neighbor" more frequently.
Año de publicación:
2017
Keywords:
- Small worlds
- graph
- Markov chains
- Random walks
- Biased selection
- Kleinberg
Fuente:
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Tipo de documento:
Article
Estado:
Acceso restringido
Áreas de conocimiento:
- Algoritmo
- Ciencias de la computación
Áreas temáticas:
- Ciencias de la computación