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The Fractal Structure of the Universe

ISBN-13: 9783639036299 / Angielski / Miękka / 2008 / 80 str.

Yongfeng Wu; David J. Batuski; Andre Khalil
The Fractal Structure of the Universe Yongfeng Wu David J. Batuski Andre Khalil 9783639036299 VDM Verlag - książkaWidoczna okładka, to zdjęcie poglądowe, a rzeczywista szata graficzna może różnić się od prezentowanej.

The Fractal Structure of the Universe

ISBN-13: 9783639036299 / Angielski / Miękka / 2008 / 80 str.

Yongfeng Wu; David J. Batuski; Andre Khalil
cena 228,40
(netto: 217,52 VAT:  5%)

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The fractal dimension of the spatial distribution of galaxies can be characterized by various statistical and topological methods, such as the Two-point Correlation Function, Perimeter-Area, Box Counting, and the Gamma Function. Here we develop a new way to get fractal information, that is the Metric Space Technique (MST). It allows multi-ple measures to be simultaneously applied for quantitative analysis of any type of structure distribution. All such distributions are considered to be elements of multi-parameter space, and the analysis is based on considering output functions, which characterize the distributions in multi-parameter space. We also develop both the Box Counting and Perimeter-Area method with the Hexagon Cell technique to calculate the fractal dimension of our samples. We compare results from Sloan Digital Sky Survey Data Release 5 with that of mock samples of ga-laxies from N-body simulation, nested-pairs simulations and random catalogs. By systematically studying hundreds of thousands of ga-laxies, we demonstrate that in the local universe there exists a fractal structure from MST. We also discuss the possible improvement for mock samples.

The fractal dimension of the spatial distribution of galaxies can be characterized by various statistical and topological methods, such as the Two-point Correlation Function, Perimeter-Area, Box Counting, and the Gamma Function. Here we develop a new way to get fractal information, that is the Metric Space Technique (MST). It allows multi­ple measures to be simultaneously applied for quantitative analysis of any type of structure distribution. All such distributions are considered to be elements of multi-parameter space, and the analysis is based on considering output functions, which characterize the distributions in multi-parameter space. We also develop both the Box Counting and Perimeter-Area method with the Hexagon Cell technique to calculate the fractal dimension of our samples. We compare results from Sloan Digital Sky Survey Data Release 5 with that of mock samples of ga­laxies from N-body simulation, nested-pairs simulations and random catalogs. By systematically studying hundreds of thousands of ga­laxies, we demonstrate that in the local universe there exists a fractal structure from MST. We also discuss the possible improvement for mock samples.

Kategorie:
Nauka, Fizyka
Kategorie BISAC:
Science > Fizyka
Wydawca:
VDM Verlag
Język:
Angielski
ISBN-13:
9783639036299
Rok wydania:
2008
Ilość stron:
80
Waga:
0.12 kg
Wymiary:
22.86 x 15.24 x 0.43
Oprawa:
Miękka
Wolumenów:
01

Wu, Yongfeng Yongfeng Wu was born in Mainland China in 1979. He came to the United States to pursue his PHD in physics in 2004. His advisors are Dr. David J.Batuski in physics Department and Dr. Andre Khalil in Mathematics Department at University of Maine. He is expecting to finish his PHD degree in July 2009. J. Batuski, David Yongfeng Wu was born in Mainland China in 1979. He came to the United States to pursue his PHD in physics in 2004. His advisors are Dr. David J.Batuski in physics Department and Dr. Andre Khalil in Mathematics Department at University of Maine. He is expecting to finish his PHD degree in July 2009. Andre Khalil Yongfeng Wu was born in Mainland China in 1979. He came to the United States to pursue his PHD in physics in 2004. His advisors are Dr. David J.Batuski in physics Department and Dr. Andre Khalil in Mathematics Department at University of Maine. He is expecting to finish his PHD degree in July 2009.



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