重力レンズ効果と観測的宇宙論
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(179) 1) Komatsu E., et al., 2008, arXiv: 0803.0547 2) ´ µ 2006, EF¶ 99, 452 3) y 2007, EF¶ 100, 462 4) ]` · 2007, aJp± 673 ¸ 5) ¹º I :o
(180) aEFpg 4 »> g 8 5 ¼¥c #$ 6) Miyazaki S., et al., 2002, PASJ 54, 833 7) Navarro J. F., Frenk C. S., White S. D. M., 1997, ApJ. 763.
(181) 490, 493 8) Yoshdia N., Springel V., White S. D. M., Tormen G., 2000, ApJ 544, L87 9) Broadhurst T., Takada M., Umetsu K., Kong X., Arimoto N., Chiba M., Futamase T., 2005, ApJ 619, L143 10) Broadhurst T., et al., 2005, ApJ 621, 53 11) Clowe D., Schneider P., 2001, A&A 379, 384 12) Oguri M., Takada M., Umetsu K., Broadhurst T., 2005, ApJ 632, 821 13) Jing Y.-P., Suto Y., 2002, ApJ 574, 538 14) Okabe N., Takada M., Umetsu K., Futamase T. in preparation 15) Hamana T., Miyazaki S., et al., 2003, ApJ 597, 98 16) Takada M., Jain B., 2004, MNRAS 348, 897 17) Takada M., White M., 2005, ApJ 601, L1 18) Takada M., Bridle S., 2007, New Journal of Physics 9, 446 19) Miyazaki S., et al., 2006, SPIE 6269, 9. 764. Gravitational Lensing and Observational Cosmology Masahiro TAKADA Institute for the Physics and Mathematics of the Universe, University of Tokyo, 5ῌ1ῌ5 Kashiwa-noha, Kashiwa-shi, Chiba 277ῌ8568, Japan Abstract : Weak lensing allows to “see” the dark side of our Universe, dark matter and dark energy, which constitutes most of its total energy today. Measuring lensing distortion e#ects on images of distant galaxies, we can explore the nature of these dark components. In this article we review the gravitational lensing phenomena and discuss the future prospects.. ῍῏ῌῐ. 2008 ῎ 12 ῌ.
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