Ott-Heinrich Keller
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102:. The Jacobian conjecture is quite naturally posed in that setting. The motivation for looking at rather general
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129:. After the war he had several positions, and was appointed a professor at
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52:. He formulated the celebrated problem which is now called the
40:) was a German mathematician who worked in the fields of
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83:. This led to another 'Keller conjecture': the
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131:Martin Luther University of Halle-Wittenberg
221:Academic staff of the University of MĂĽnster
158:MacTutor History of Mathematics Archive
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211:20th-century German mathematicians
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125:he taught in a naval college in
16:German mathematician (1906–1990)
75:he wrote a dissertation on the
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186:Mathematics Genealogy Project
85:Keller cube-tiling conjecture
90:Subsequently he worked with
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104:polynomial transformations
30:Eduard Ott-Heinrich Keller
133:in 1952, as successor of
98:in 1933 with a thesis on
163:University of St Andrews
100:Cremona transformations
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153:"Ott-Heinrich Keller"
36:– 5 December 1990 in
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149:Robertson, Edmund F.
182:Ott-Heinrich Keller
147:O'Connor, John J.;
54:Jacobian conjecture
25:Ott-Heinrich Keller
112:singularity theory
71:. As a student of
50:algebraic geometry
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61:Frankfurt–am-Main
32:(22 June 1906 in
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206:1990 deaths
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171:(in German)
94:in Berlin,
92:Georg Hamel
87:from 1930.
195:Categories
141:References
169:Biography
127:Flensburg
69:Göttingen
56:in 1939.
34:Frankfurt
73:Max Dehn
46:topology
42:geometry
184:at the
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77:tiling
65:Vienna
81:cubes
38:Halle
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