Results 1  10
of
15,325
MOMENT MATRIX OF SELFSIMILAR MEASURES
"... Abstract. We give in this paper an expression for the moment matrix associated to a selfsimilar measure given by an Iterated Function Systems (IFS). This expression translates the selfsimilarity property of a measure to its moment matrix. This matrix relation shows that the properties of a measure ..."
Abstract
 Add to MetaCart
Abstract. We give in this paper an expression for the moment matrix associated to a selfsimilar measure given by an Iterated Function Systems (IFS). This expression translates the selfsimilarity property of a measure to its moment matrix. This matrix relation shows that the properties of a
MUSICAL STRUCTURE RETRIEVAL BY ALIGNING SELFSIMILARITY MATRICES
"... We propose a new retrieval system based on musical structure using symbolic structural queries. The aim is to compare musical form in audio files without extracting explicitly the underlying audio structure. From a given or arbitrary segmentation, an audio file is segmented. Irrespective of the audi ..."
Abstract

Cited by 4 (0 self)
 Add to MetaCart
of the audio feature choice, we then compute a selfsimilarity matrix whose coefficients correspond to the estimation of the similarity between entire parts, obtained by local alignment. Finally, we compute a binary matrix from the symbolic structural query and compare it to the audio segmented matrix, which
Selfsimilar Fractals and Selfsimilar Energies
, 2002
"... We discuss the existence and uniqueness of diffusions adapted to selfsimilar finitely ramified fractals. An adapted diffusion has a space time scaling with respect to the selfsimilar scaling of the fractal and visits every open subset of the fractal. Following Lindstro/m the existence and uniquen ..."
Abstract

Cited by 2 (0 self)
 Add to MetaCart
We discuss the existence and uniqueness of diffusions adapted to selfsimilar finitely ramified fractals. An adapted diffusion has a space time scaling with respect to the selfsimilar scaling of the fractal and visits every open subset of the fractal. Following Lindstro/m the existence
Properties of Selfsimilarity Networks
"... Abstract—The selfsimilarity of complex networks has broad practical backgrounds. However, the properties of selfsimilar network have rarely studied so far. For this propose the selfsimilarity networks definition is captured firstly. Selfsimilarity model of complex networks is build based on info ..."
Abstract
 Add to MetaCart
Abstract—The selfsimilarity of complex networks has broad practical backgrounds. However, the properties of selfsimilar network have rarely studied so far. For this propose the selfsimilarity networks definition is captured firstly. Selfsimilarity model of complex networks is build based
SelfSimilarity in Bottleneck Buffers
 in Proceedings of Globecom 2001
, 2001
"... We analyze a model of heavily utilized bottleneck buffer in this paper. We show that the nature of traffic leaving the buffer is determined by the buffer length/number of TCPs ratio. If this ratio is above a critical value, TCP can stay in the congestion avoidance phase and it can generate periodic ..."
Abstract

Cited by 5 (2 self)
 Add to MetaCart
traffic after a transient period. If the ratio is below a critical value then the congestion window dynamics becomes chaotic or stochastic. We demonstrate that the traffic shows selfsimilar properties in this chaotic phase, which is determined by the exponential backoff mechanism.
SELFSIMILARITY AND RANDOM WALKS
, 904
"... Abstract. This is an introductory level survey of some topics from a new branch of fractal analysis — the theory of selfsimilar groups. We discuss recent works on random walks on selfsimilar groups and their applications to the problem of amenability for these groups. ..."
Abstract
 Add to MetaCart
Abstract. This is an introductory level survey of some topics from a new branch of fractal analysis — the theory of selfsimilar groups. We discuss recent works on random walks on selfsimilar groups and their applications to the problem of amenability for these groups.
Selfsimilar groups and their geometry
, 2006
"... This is an overview of results concerning applications of selfsimilar groups generated by automata to fractal geometry and dynamical systems. Few proofs are given, interested reader can find the rest of the proofs in the monograph [Nek05]. We associate to every contracting selfsimilar action a top ..."
Abstract
 Add to MetaCart
This is an overview of results concerning applications of selfsimilar groups generated by automata to fractal geometry and dynamical systems. Few proofs are given, interested reader can find the rest of the proofs in the monograph [Nek05]. We associate to every contracting selfsimilar action a
Results 1  10
of
15,325