27:
140:
and hoped for a position in exchange, but was offered only a position as a shipyard supervisor, which he declined. He married
Elizabeth von der Linde of Copenhagen on 19 July 1687, and soon after returned to Holland; their son, Peter Georg Mohrenthal, eventually settled in
449:
146:
81:, simultaneously in Copenhagen and Amsterdam, in Danish and Dutch respectively. This book, proving the Mohr–Mascheroni theorem 125 years earlier than
201:
145:
as a bookseller and publisher. In 1695 he took a job with
Tschirnhaus, and spent his last few years as a guest in Tschirnhaus's house. He died in
161:
121:
129:
48:
125:
20:
206:
52:
157:
263:
444:
439:
311:
237:
110:
192:
375:
82:
72:
89:
in 1672–1673, and was taken prisoner by the French. By 1673, he had published his second book,
196:
93:. A third book was later mentioned by Mohr's son; for many years this was believed to be the
367:
319:
275:
245:
228:
Andersen, Kirsti (1980), "An
Impression of Mathematics in Denmark in the Period 1600–1800",
86:
77:
331:
105:
has a different author. As well as his work on geometry, Mohr contributed to the theory of
327:
315:
241:
358:
323:
249:
114:
106:
433:
410:
345:
67:, the son of a tradesman named David Mohrendal. Beginning in 1662 he traveled to the
44:
280:
137:
68:
150:
64:
85:, would languish in obscurity until its rediscovery in 1928. Mohr served in
298:
Andersen, Kirsti; Meyer, Henrik (1985), "Georg Mohr's three books and the
266:(July 2014), "About the cover: Two theorems on geometric constructions",
132:
in
England together. Mohr returned to Denmark in 1681; he had dedicated
142:
41:
26:
379:
51:, which states that any geometric construction which can be done with
371:
25:
393:
160:, which is used to select Danish participants to the
101:
argue that it must be a different book, and that the
352:, Amsterdam 1672 by Georg Mohr; Johannes Hjelmslev;
120:While in the Netherlands, Mohr became a friend of
354:Beiträge zur Lebensbeschreibung von Georg Mohr
268:Bulletin of the American Mathematical Society
98:
8:
223:
221:
219:
217:
215:
422:Complete Dictionary of Scientific Biography
300:GegenĂĽbung auf Compendium Euclidis Curiosi
186:
184:
182:
180:
178:
176:
95:GegenĂĽbung auf Compendium Euclidis Curiosi
279:
47:, known for being the first to prove the
40:; 1 April 1640 – 26 January 1697) was a
202:MacTutor History of Mathematics Archive
172:
75:. In 1672 he published his first book,
55:can also be done with compasses alone.
293:
291:
7:
396:(in Danish), retrieved 27 June 2014.
356:(1640-1697) by Johannes Hjelmslev",
162:International Mathematical Olympiad
450:17th-century Danish mathematicians
324:10.1111/j.1600-0498.1985.tb00833.x
250:10.1111/j.1600-0498.1980.tb00381.x
122:Ehrenfried Walther von Tschirnhaus
14:
281:10.1090/S0273-0979-2014-01458-2
109:, with the aim of simplifying
1:
409:Westfall, Richard S. (1995),
71:, to study mathematics with
99:Andersen & Meyer (1985)
91:Compendium Euclidis Curiosi
466:
19:For the chess player, see
18:
392:Official website for the
126:Gottfried Wilhelm Leibniz
21:Georg Mohr (chess player)
207:University of St Andrews
53:compass and straightedge
264:Alexanderson, Gerald L.
164:, is named after Mohr.
49:Mohr–Mascheroni theorem
394:Georg Mohr-Competition
158:Georg Mohr competition
30:
415:, The Galileo Project
29:
193:Robertson, Edmund F.
16:Danish mathematician
316:1985Cent...28..139A
242:1980Cent...24..316A
191:O'Connor, John J.;
113:for the roots of a
124:. The two visited
83:Lorenzo Mascheroni
73:Christiaan Huygens
31:
111:Cardano's formula
63:Mohr was born in
457:
425:
416:
397:
390:
384:
382:
350:Euclides danicus
342:
336:
334:
295:
286:
284:
283:
260:
254:
252:
225:
210:
209:
188:
134:Euclides Danicus
115:cubic polynomial
87:Franco-Dutch War
78:Euclides Danicus
465:
464:
460:
459:
458:
456:
455:
454:
430:
429:
420:"Mohr, Georg",
419:
408:
405:
403:Further reading
400:
391:
387:
344:
343:
339:
297:
296:
289:
262:
261:
257:
227:
226:
213:
190:
189:
174:
170:
107:nested radicals
61:
38:Georg(ius) Mohr
24:
17:
12:
11:
5:
463:
461:
453:
452:
447:
442:
432:
431:
428:
427:
417:
404:
401:
399:
398:
385:
372:10.1086/347140
366:(1): 167–170,
346:Sarton, George
337:
310:(2): 139–144,
287:
274:(3): 463–467,
255:
236:(1): 316–334,
211:
171:
169:
166:
147:Kieslingswalde
128:in France and
60:
57:
15:
13:
10:
9:
6:
4:
3:
2:
462:
451:
448:
446:
443:
441:
438:
437:
435:
423:
418:
414:
413:
407:
406:
402:
395:
389:
386:
381:
377:
373:
369:
365:
361:
360:
355:
351:
347:
341:
338:
333:
329:
325:
321:
317:
313:
309:
305:
301:
294:
292:
288:
282:
277:
273:
269:
265:
259:
256:
251:
247:
243:
239:
235:
231:
224:
222:
220:
218:
216:
212:
208:
204:
203:
198:
194:
187:
185:
183:
181:
179:
177:
173:
167:
165:
163:
159:
154:
152:
148:
144:
139:
135:
131:
127:
123:
118:
116:
112:
108:
104:
100:
96:
92:
88:
84:
80:
79:
74:
70:
66:
58:
56:
54:
50:
46:
45:mathematician
43:
39:
35:
28:
22:
421:
411:
388:
363:
357:
353:
349:
340:
307:
303:
299:
271:
267:
258:
233:
229:
200:
197:"Georg Mohr"
155:
133:
130:John Collins
119:
102:
94:
90:
76:
62:
37:
33:
32:
445:1697 deaths
440:1640 births
412:Mohr, Georg
153:, Germany.
138:Christian V
69:Netherlands
36:(Latinised
34:Jørgen Mohr
434:Categories
168:References
103:GegenĂĽbung
65:Copenhagen
348:(1936), "
304:Centaurus
230:Centaurus
59:Biography
332:0825846
312:Bibcode
238:Bibcode
151:Görlitz
143:Dresden
424:, 2008
380:225067
378:
330:
42:Danish
376:JSTOR
149:near
359:Isis
156:The
97:but
368:doi
320:doi
302:",
276:doi
246:doi
136:to
436::
374:,
364:26
362:,
328:MR
326:,
318:,
308:28
306:,
290:^
272:51
270:,
244:,
234:24
232:,
214:^
205:,
199:,
195:,
175:^
117:.
426:.
383:.
370::
335:.
322::
314::
285:.
278::
253:.
248::
240::
23:.
Text is available under the Creative Commons Attribution-ShareAlike License. Additional terms may apply.
