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Cantor's paradise

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20: 162: 147:
Peckhaus, Volker. Fixing Cantor's paradise: the prehistory of Ernst Zermelo's axiomatization of set theory. New approaches to classes and concepts, 11–22, Stud. Log. (Lond.), 14, Coll. Publ., London,
144:. You can enter Cantor's paradise! Paul Erdős and his mathematics, II (Budapest, 1999), 555–564, Bolyai Soc. Math. Stud., 11, János Bolyai Math. Soc., Budapest, 2002. 203: 92: 67: 196: 232: 189: 227: 177: 135: 102: 8: 222: 88: 151:"About Cantor's Paradise". Medium. A Medium Corporation. Retrieved 24 January 2021. 131: 123: 98: 63: 66:'s reductive attempts to circumscribe what kind of mathematics is acceptable; see 82: 55: 84:
Labyrinth of Thought: A History of Set Theory and Its Role in Modern Mathematics
24:"From the paradise that Cantor created for us no-one shall be able to expel us." 173: 141: 216: 43: 59: 62:. The context of Hilbert's comment was his opposition to what he saw as 169: 127: 51: 30: 19: 111: 161: 33:
to Mathematical Society of Westphalia on 4 June 1925
214: 197: 87:(2nd revised ed.). Basel: Birkhäuser. 204: 190: 80: 18: 109: 47: 26: 215: 156: 13: 14: 244: 29:, p. 170), in a lecture given in 160: 50:, page 170) in describing 1: 73: 176:. You can help Knowledge by 7: 68:Brouwer–Hilbert controversy 10: 249: 155: 42:is an expression used by 81:FerreirĂłs, JosĂ© (2008). 110:Hilbert, David (1926), 16:Phrase by David Hilbert 172:-related article is a 34: 116:Mathematische Annalen 112:"Ăśber das Unendliche" 22: 128:10.1007/BF01206605 35: 185: 184: 94:978-3-7643-8350-3 44:David Hilbert 39:Cantor's paradise 240: 233:Set theory stubs 206: 199: 192: 164: 157: 138: 106: 64:L. E. J. Brouwer 56:cardinal numbers 248: 247: 243: 242: 241: 239: 238: 237: 213: 212: 211: 210: 154: 95: 76: 17: 12: 11: 5: 246: 236: 235: 230: 225: 209: 208: 201: 194: 186: 183: 182: 165: 153: 152: 149: 145: 142:Saharon Shelah 139: 122:(1): 161–190, 107: 93: 77: 75: 72: 15: 9: 6: 4: 3: 2: 245: 234: 231: 229: 228:David Hilbert 226: 224: 221: 220: 218: 207: 202: 200: 195: 193: 188: 187: 181: 179: 175: 171: 166: 163: 159: 158: 150: 146: 143: 140: 137: 133: 129: 125: 121: 117: 113: 108: 104: 100: 96: 90: 86: 85: 79: 78: 71: 69: 65: 61: 58:developed by 57: 54:and infinite 53: 49: 45: 41: 40: 32: 28: 27:Hilbert (1926 25: 21: 178:expanding it 167: 119: 115: 83: 60:Georg Cantor 38: 37: 36: 23: 223:Set theory 217:Categories 170:set theory 136:51.0044.02 103:1119.03044 74:References 52:set theory 46: ( 31:MĂĽnster 134:  101:  91:  168:This 148:2008. 174:stub 89:ISBN 48:1926 132:JFM 124:doi 99:Zbl 219:: 130:, 120:95 118:, 114:, 97:. 70:. 205:e 198:t 191:v 180:. 126:: 105:.

Index


Hilbert (1926
MĂĽnster
David Hilbert
1926
set theory
cardinal numbers
Georg Cantor
L. E. J. Brouwer
Brouwer–Hilbert controversy
Labyrinth of Thought: A History of Set Theory and Its Role in Modern Mathematics
ISBN
978-3-7643-8350-3
Zbl
1119.03044
"Ăśber das Unendliche"
doi
10.1007/BF01206605
JFM
51.0044.02
Saharon Shelah
Stub icon
set theory
stub
expanding it
v
t
e
Categories
Set theory

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