- Page 1 and 2: UDCM31 2009562009526
- Page 3: The Multi-color Photometric Studyof
- Page 6 and 7: iiM314RBC V.3.5BATC 1530RBC V.3.5M3
- Page 8 and 9: ivM31for M31 GCs. Using the photome
- Page 12 and 13: viiiM31 M31 1197.1 . . . . . . . .
- Page 14 and 15: xM316.4 M31 . . . . . . . . . . . .
- Page 16 and 17: xiiM315.5 Jiang et al. (2003) . . .
- Page 19 and 20: Steidel etal. (1996) [1] Lyman brea
- Page 21 and 22: 31.2 1992COBE∆T/T = 5 × 10 −6
- Page 23 and 24: 5M31M31 M311.1BATC60/90f/3M3158 ′
- Page 25 and 26: 7 1.2: HST M80NGC 28082NGC 280812.5
- Page 27 and 28: 9 1.3: M55 distance modulus [40] 1.
- Page 29 and 30: 11Peng et al. (2008) [49] HST /ACS
- Page 31 and 32: 13Perelmuter & Racine (1995) [80] S
- Page 33 and 34: BATC2.1 BATC1992BATC60/902.12048 ×
- Page 35 and 36: BATC 17 2.1: BATCCCDParameters Old
- Page 37 and 38: BATC 194. j psf.lstPSF.psf5. j star
- Page 39 and 40: BATC 214: p0330106T518o075 23/01/96
- Page 41 and 42: BATC 23 2.2 -VARIABLE PSF = 2.00 /1
- Page 43 and 44: BATC 25Gunn (1983) [101]
- Page 45 and 46: BATC 27 2.3: 4Oke & Gunn (1983)BATC
- Page 47: BATC 2921/(1.0+(T fit −T obs ) 2
- Page 50 and 51: 32 M31SSPlog T eff ∼log LXYZlog T
- Page 52 and 53: 34 M31 3.1: BC03 R BaseL a 91
- Page 54 and 55: 36 M31∆age/∆Z ≈ 3/2Kaviraj et
- Page 56 and 57: 38 M31X [163] M3130%XXL X ≥ 5 ×
- Page 58 and 59: 40 M31 ˜F ν erg s −1 cm −2 Hz
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42 M31CXOM31J004215.0+412122CXOM31J
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44 M31 4.3: 8X8810XCXOM31 J004222.6
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46 M31 4.4: BATCM31XXXm V = m 07 +
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48 M31P = 7.89%92.11%KS 4.5: M31XV
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50 M31 4.7: M31X [64] B − V V log
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52 M31 4.1: BATCM31No. Name cw(Å)
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54 M31 4.2: -NameBATC Filter No.03
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56 M31 4.3: 49XBATC08Optical Name F
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58 M31 4.4: 8XBATC13Name (CXOM31)BA
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60 M31 4.6: -Source Optical ID a X-
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62 M31Bruzual & Charlot (1993) [116
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64 M31 5.1: Galleti et al. (2004) [
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66 M31 [64] 5.2.2 M31
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68 M31(MMT)61KeckLRIS600l mm −1 1
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70 M31χ 2 =∑21i=1[m obsλ i− m
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72 M31 5.4: χ 2 12 3cd5.2 5.6−ag
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74 M31 5.6: Jiang et al. (2003) [66
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76 M31∼ 5 − 8 GyrPuzia et al. (
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78 M31 5.10: 911−σ−1.0 < [Fe/H
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80 M31 5.1: 91M31 χ 2 min(Gyr) [
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82 M31 5.1: -Note: a Ma et al. (200
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M316.1 M31Kim etal. (2007) [235] Ki
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M31 87HST HST Gebhardt &Kissler-Pat
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M31 89 295M31 6
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M31 91 6.1: Q6.3.2 H03E(B − V ) >
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M31 93 6.3: M310.17Barmby et al. (2
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M31 95X = A sin θ + B cos θ (6.7)
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M31 97−M31 [255] > 1σ2096.56.4.2
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M31 99 6.8: M31−[Fe/H]= −1.202
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M31 101 6.9: M31−σKMM(2002) [208
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M31 103 6.11: M31Armandroff (1989)
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M31 105AGB [4] Strader et al.(2006)
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M31 1072. M31[Fe/H] ≈ −1.7−0.
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M31 109 6.1: Name [Fe/H] S Name [Fe
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M31 111 6.2: −(X − Y ) 0 = a[Fe
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M31 113 6.4: M31Name E(B − V ) Na
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M31 115 6.4: -Name E(B − V ) Name
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M31 117 6.5: -Name [Fe/H] Name [Fe/
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120 M317.2 7.2.1 M31Battistini et a
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122 M31Caldwell et al. (2009) [283]
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124 M317.3.2 M31-2M31-7M31-2M31-7bi
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126 M31 7.3: BATCV Caldwell et al.
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128 M31 7.4: M31UBV RIRBC V.3.57.57
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130 M31 7.6: M31−7.4RBC V.3.57.5
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132 M31 7.8: M31I ∼ (B − I)RBC
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134 M31 7.1: Caldwell et al. (2009)
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136 M31 7.3: -Field Filter C. W. Ba
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138 M31 7.4: M3130BATCID a b c d e
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140 M31 7.5: M3130UBV RIID U σ U B
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142 M311 Gyr∼ 3 Gyr ∼ 8 Gyr∼
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144 M31U peak ≈18.2B peak ≈17.8
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146 M31[15] Penzias, A. A., Wilson,
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148 M31[45] Goodman, J., Hut, P. Dy
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150 M31[77] Ma, J., et al. 2002a, C
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152 M31[110] Feber, S. M. 1972, A&A
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154 M31[147] Supper, R., Hasinger,
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156 M31[183] Popesso, P., et al. 20
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158 M31[215] Wu, H., Shao, Z.-Y., M
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160 M31[252] Brodie, J., Strader, J
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[1] Fan, Z., Ma, J., Zhou, X., Chen
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198262719889-1994619949-1997619979-
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168 M31LIGOLydmila Mashonkina