GEOMETRIC-PROPERTIES OF THE PRUNING FRONT

G  DALESSANDRO; S  ISOLA; A  POLITI

GEOMETRIC-PROPERTIES OF THE PRUNING FRONT

G DALESSANDRO, S ISOLA, A POLITI

Physics

Research output: Contribution to journal › Article › peer-review

Abstract

Monotonicity of the pruning front is proved for the Lozi map. A general expression for its Hausdorff dimension is also derived which takes into account multifractal fluctuations as well.

Original language	English
Pages (from-to)	1149-1157
Number of pages	9
Journal	Progress of theoretical physics
Volume	86
Issue number	6
Publication status	Published - Dec 1991

Keywords

DYNAMIC-SYSTEMS
HENON MAP
ATTRACTORS

Cite this

@article{c4a34021fc1949d1bd125a64ad84b02d,

title = "GEOMETRIC-PROPERTIES OF THE PRUNING FRONT",

abstract = "Monotonicity of the pruning front is proved for the Lozi map. A general expression for its Hausdorff dimension is also derived which takes into account multifractal fluctuations as well.",

keywords = "DYNAMIC-SYSTEMS, HENON MAP, ATTRACTORS",

author = "G DALESSANDRO and S ISOLA and A POLITI",

year = "1991",

month = dec,

language = "English",

volume = "86",

pages = "1149--1157",

journal = "Progress of theoretical physics",

issn = "0033-068X",

publisher = "Yukawa Institute for Theoretical Physics",

number = "6",

}

TY - JOUR

T1 - GEOMETRIC-PROPERTIES OF THE PRUNING FRONT

AU - DALESSANDRO, G

AU - ISOLA, S

AU - POLITI, A

PY - 1991/12

Y1 - 1991/12

N2 - Monotonicity of the pruning front is proved for the Lozi map. A general expression for its Hausdorff dimension is also derived which takes into account multifractal fluctuations as well.

AB - Monotonicity of the pruning front is proved for the Lozi map. A general expression for its Hausdorff dimension is also derived which takes into account multifractal fluctuations as well.

KW - DYNAMIC-SYSTEMS

KW - HENON MAP

KW - ATTRACTORS

M3 - Article

SN - 0033-068X

VL - 86

SP - 1149

EP - 1157

JO - Progress of theoretical physics

JF - Progress of theoretical physics

IS - 6

ER -