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A Survey of Augmented Reality
, 1997
"... This paper surveys the field of Augmented Reality, in which 3D virtual objects are integrated into a 3D real environment in real time. It describes the medical, manufacturing, visualization, path planning, entertainment and military applications that have been explored. This paper describes the ch ..."
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Cited by 446 (0 self)
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This paper surveys the field of Augmented Reality, in which 3D virtual objects are integrated into a 3D real environment in real time. It describes the medical, manufacturing, visualization, path planning, entertainment and military applications that have been explored. This paper describes the characteristics of Augmented Reality systems, including a detailed discussion of the tradeoffs between optical and video blending approaches. Registration and sensing errors are two of the biggest problems in building effective Augmented Reality systems, so this paper summarizes current efforts to overcome these problems. Future directions and areas requiring further research are discussed. This survey provides a starting point for anyone interested in researching or using Augmented Reality. 1. Introduction 1.1 Goals This paper surveys the current stateoftheart in Augmented Reality. It describes work performed at many different sites and explains the issues and problems encountered when ...
ThreeYear Wilkinson Microwave Anisotropy Probe (WMAP) Observations: Temperature Analysis. On arXiv.org: astroph/0603451
, 2006
"... A simple cosmological model with only six parameters (matter density, Ωmh 2, baryon density, Ωbh 2, Hubble Constant, H0, amplitude of fluctuations, σ8, optical ..."
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Cited by 362 (7 self)
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A simple cosmological model with only six parameters (matter density, Ωmh 2, baryon density, Ωbh 2, Hubble Constant, H0, amplitude of fluctuations, σ8, optical
Families of Homeomorphic Subsets of the Mandelbrot Set
, 1999
"... The 1=3limb of the Mandelbrot set M is considered as a graph, where the vertices are given by certain Misiurewicz points. The edges are described as a union of building blocks that are called "frames". There is a 11 correspondence between these frames and starshaped subsets of the Juli ..."
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The 1=3limb of the Mandelbrot set M is considered as a graph, where the vertices are given by certain Misiurewicz points. The edges are described as a union of building blocks that are called "frames". There is a 11 correspondence between these frames and starshaped subsets
Chaos & graphics External arguments of Douady cauliflowers in the Mandelbrot set
"... Near to the cusp of a cardioid of the Mandelbrot set, except for the main cardioid, there is a sequence of baby Mandelbrot sets. Each baby Mandelbrot set is in the center of a Douady cauliflower, a decoration constituted by an infinity of minute Mandelbrot sets and Misiurewicz points linked by filam ..."
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by filaments. A Douady cauliflower appears to have a complicated structure, and how the external rays land without intersecting in its Misiurewicz points and minute Mandelbrot sets is not really well known. In this work we study the Douady cauliflowers, giving a binary tree model to calculate the binary
(2) The Mandelbrot set is defined by:
, 2009
"... In this note I explain an algorithm to draw the external rays of the Mandelbrot set with an error estimate. Newton’s method is the main tool. 1 1 Preliminary We first recall the following definitions and facts: (See [CG] for example.) (1) For c ∈ C, set qc(z) = z2+ c. For given z ∈ C, its orbit {qn ..."
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In this note I explain an algorithm to draw the external rays of the Mandelbrot set with an error estimate. Newton’s method is the main tool. 1 1 Preliminary We first recall the following definitions and facts: (See [CG] for example.) (1) For c ∈ C, set qc(z) = z2+ c. For given z ∈ C, its orbit
unknown title
"... Method to solve the limitations in drawing external rays of the Mandelbrot set ..."
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Method to solve the limitations in drawing external rays of the Mandelbrot set
Exploring the Mandelbrot set. The Orsay Notes.
"... Hubbard in 198182. The most important has been stated, with or without proofs, in [DH1] or [Do1]. The present text is based on notes written weekly by A. Douady for his course “Holomorphic dynamical Systems ” during the first semester 19831984. There may be repetitions. The terminology is the one ..."
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Cited by 3 (0 self)
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Hubbard in 198182. The most important has been stated, with or without proofs, in [DH1] or [Do1]. The present text is based on notes written weekly by A. Douady for his course “Holomorphic dynamical Systems ” during the first semester 19831984. There may be repetitions. The terminology is the one used by A. Douady. Some chapters, especially “Tour de Valse ” (part 2), have been prepared with the participation of Pierrette Sentenac. This text should be developed in a more complete work. We nevertheless think that it is useful to present it to the reader in the current state. We thank the group of topology in Orsay, who enabled this publication, and
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