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Jacob Lüroth

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322: 302: 20: 383: 359: 306: 70:, but switched to mathematics when his poor eyesight made taking astronomical observations impossible. He received his doctorate in 1865 from 398: 378: 352: 199: 403: 345: 131: 59: 82: 139: 135: 86: 295: 109: 204: 217: 194: 94: 166: 47: 71: 393: 388: 333: 267: 151: 116: 101: 35: 8: 190: 75: 156: 67: 281: 124: 161: 51: 255: 263: 329: 85:, where he became a professor in 1869, and from 1880 he was a professor at the 259: 372: 43: 291: 246:-distribution (Studies in the history of probability and statistics XLIV)". 90: 321: 105: 130:
In honor of his mathematical achievements, Lüroth was elected to the
63: 31: 19: 301: 39: 119:. In modern terms, the calculation that led Lüroth to the 242:
Pfanzagl, J.; Sheynin, O. (1996). "A forerunner of the
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Academic staff of the Technical University of Munich
188: 370: 328:This article about a German mathematician is a 241: 353: 286:Complete Dictionary of Scientific Biography 60:printing convention for umlauted characters 360: 346: 184: 182: 97:, where he remained until his retirement. 93:. In 1883, he became a professor at the 46:) was a German mathematician who proved 18: 200:MacTutor History of Mathematics Archive 179: 138:the following year, and in 1909 to the 123:-distribution was the computation of a 371: 279: 218:"Lüroth, Jacob - Deutsche Biographie" 316: 13: 399:20th-century German mathematicians 379:19th-century German mathematicians 132:Royal Bavarian Academy of Sciences 14: 415: 83:Karlsruhe Institute of Technology 54:. His name is sometimes written 320: 300: 16:German mathematician (1844–1910) 235: 210: 140:Heidelberg Academy of Sciences 136:Academy of Sciences Leopoldina 87:Technical University of Munich 1: 296:Mathematics Genealogy Project 172: 332:. You can help Knowledge by 307:Jacob Lüroth (mathematician) 282:"Lueroth (or Lüroth), Jakob" 7: 145: 62:. He began his studies in 10: 420: 404:German mathematician stubs 315: 222:www.deutsche-biographie.de 205:University of St Andrews 108:, Lüroth discovered the 81:From 1868 he was at the 260:10.1093/biomet/83.4.891 58:, following the common 280:Burau, Werner (2008), 95:University of Freiburg 38:– 14 September 1910, 24: 72:Heidelberg University 22: 309:at Wikimedia Commons 191:Robertson, Edmund F. 152:Distributive lattice 117:William Sealy Gosset 115:usually credited to 102:Carl Friedrich Gauss 189:O'Connor, John J.; 30:(18 February 1844, 74:, for a thesis on 68:University of Bonn 25: 341: 340: 305:Media related to 125:Bayesian interval 411: 362: 355: 348: 324: 317: 304: 288: 272: 271: 239: 233: 232: 230: 229: 214: 208: 207: 186: 167:Lüroth's theorem 134:in 1882, to the 100:Following up on 76:Pascal's theorem 48:Lüroth's theorem 419: 418: 414: 413: 412: 410: 409: 408: 369: 368: 367: 366: 313: 276: 275: 240: 236: 227: 225: 216: 215: 211: 187: 180: 175: 157:Netto's theorem 148: 52:Lüroth quartics 50:and introduced 17: 12: 11: 5: 417: 407: 406: 401: 396: 391: 386: 381: 365: 364: 357: 350: 342: 339: 338: 325: 311: 310: 298: 289: 274: 273: 254:(4): 891–898. 234: 209: 195:"Jacob Lüroth" 177: 176: 174: 171: 170: 169: 164: 162:Lüroth quartic 159: 154: 147: 144: 15: 9: 6: 4: 3: 2: 416: 405: 402: 400: 397: 395: 392: 390: 387: 385: 382: 380: 377: 376: 374: 363: 358: 356: 351: 349: 344: 343: 337: 335: 331: 326: 323: 319: 318: 314: 308: 303: 299: 297: 293: 290: 287: 283: 278: 277: 269: 265: 261: 257: 253: 249: 245: 238: 223: 219: 213: 206: 202: 201: 196: 192: 185: 183: 178: 168: 165: 163: 160: 158: 155: 153: 150: 149: 143: 141: 137: 133: 128: 126: 122: 118: 114: 113:-distribution 112: 107: 103: 98: 96: 92: 89:, succeeding 88: 84: 79: 77: 73: 69: 65: 61: 57: 53: 49: 45: 41: 37: 33: 29: 21: 334:expanding it 327: 312: 292:Jacob Lüroth 285: 251: 247: 243: 237: 226:. Retrieved 221: 212: 198: 129: 120: 110: 99: 80: 55: 28:Jacob Lüroth 27: 26: 23:Jacob Lüroth 394:1910 deaths 389:1844 births 224:(in German) 104:'s work on 91:Felix Klein 373:Categories 248:Biometrika 228:2020-12-23 173:References 106:statistics 64:astronomy 146:See also 32:Mannheim 294:at the 268:1766040 66:at the 56:Lueroth 44:Germany 36:Germany 266:  40:Munich 330:stub 256:doi 375:: 284:, 264:MR 262:. 252:83 250:. 220:. 203:, 197:, 193:, 181:^ 142:. 127:. 78:. 42:, 34:, 361:e 354:t 347:v 336:. 270:. 258:: 244:t 231:. 121:t 111:t

Index


Mannheim
Germany
Munich
Germany
Lüroth's theorem
Lüroth quartics
printing convention for umlauted characters
astronomy
University of Bonn
Heidelberg University
Pascal's theorem
Karlsruhe Institute of Technology
Technical University of Munich
Felix Klein
University of Freiburg
Carl Friedrich Gauss
statistics
t-distribution
William Sealy Gosset
Bayesian interval
Royal Bavarian Academy of Sciences
Academy of Sciences Leopoldina
Heidelberg Academy of Sciences
Distributive lattice
Netto's theorem
Lüroth quartic
Lüroth's theorem

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