Hilbert obtained his doctorate in 1885, with a dissertation, written under Ferdinand von Lindemann, titled *ber invariante Eigenschaften spezieller bin*rer Formen, insbesondere der Kugelfunktionen (``On the invariant properties of special binary forms, in particular the spherical harmonic functions''). Hilbert remained at the University of K*nigsberg as a Privatdozent (senior lecturer) from 1886 to 1895. In 1895, as a result of intervention on his behalf by Felix Klein, he obtained the position of Professor of Mathematics at the University of G*ttingen.
Hilbert obtained his doctorate in 1885, with a dissertation, written under Ferdinand von Lindemann, titled *ber invariante Eigenschaften spezieller bin*rer Formen, insbesondere der Kugelfunktionen (``On the invariant properties of special binary forms, in particular the spherical harmonic functions'').
nsubj
Number=Sing
Hilbert
Hilbert
PROPN
NNP
root
Mood=Ind|Number=Sing|Person=3|Tense=Past|VerbForm=Fin
obtain
obtained
VERB
VBD
nmod:poss
Case=Gen|Gender=Masc|Number=Sing|Person=3|Poss=Yes|PronType=Prs
his
his
PRON
PRP$
obj
Number=Sing
doctorate
doctorate
NOUN
NN
case
in
in
ADP
IN
obl
NumForm=Digit|NumType=Card
1885
1885
NUM
CD
punct
,
,
PUNCT
,
case
with
with
ADP
IN
det
Definite=Ind|PronType=Art
a
a
DET
DT
obl
Number=Sing
dissertation
dissertation
NOUN
NN
punct
,
,
PUNCT
,
acl
Tense=Past|VerbForm=Part
write
written
VERB
VBN
case
under
under
ADP
IN
obl
Number=Sing
Ferdinand
Ferdinand
PROPN
NNP
flat
Number=Sing
von
von
PROPN
NNP
flat
Number=Sing
Lindemann
Lindemann
PROPN
NNP
punct
,
,
PUNCT
,
acl
Tense=Past|VerbForm=Part
title
titled
VERB
VBN
punct
*
*
PUNCT
NFP
xcomp
Foreign=Yes
ber
ber
X
FW
xcomp
Foreign=Yes
invariante
invariante
X
FW
xcomp
Foreign=Yes
Eigenschaften
Eigenschaften
X
FW
xcomp
Foreign=Yes
spezieller
spezieller
X
FW
xcomp
Foreign=Yes
bin*rer
bin*rer
X
FW
xcomp
Foreign=Yes
formen
Formen
X
FW
punct
,
,
PUNCT
,
conj
Foreign=Yes
insbesondere
insbesondere
X
FW
flat
Foreign=Yes
der
der
X
FW
nmod
Foreign=Yes
Kugelfunktionen
Kugelfunktionen
X
FW
punct
(
(
PUNCT
-LRB-
punct
``
``
PUNCT
``
case
on
On
ADP
IN
det
Definite=Def|PronType=Art
the
the
DET
DT
amod
Degree=Pos
invariant
invariant
ADJ
JJ
nmod
Number=Plur
property
properties
NOUN
NNS
case
of
of
ADP
IN
amod
Degree=Pos
special
special
ADJ
JJ
amod
Degree=Pos
binary
binary
ADJ
JJ
nmod
Number=Plur
form
forms
NOUN
NNS
punct
,
,
PUNCT
,
case
in
in
ADP
IN
nmod
Degree=Pos
particular
particular
ADJ
JJ
det
Definite=Def|PronType=Art
the
the
DET
DT
amod
Degree=Pos
spherical
spherical
ADJ
JJ
amod
Degree=Pos
harmonic
harmonic
ADJ
JJ
appos
Number=Plur
function
functions
NOUN
NNS
punct
'
'
PUNCT
''
punct
'
'
PUNCT
''
punct
)
)
PUNCT
-RRB-
punct
.
.
PUNCT
.
Hilbert remained at the University of K*nigsberg as a Privatdozent (senior lecturer) from 1886 to 1895.
nsubj
Number=Sing
Hilbert
Hilbert
PROPN
NNP
root
Mood=Ind|Number=Sing|Person=3|Tense=Past|VerbForm=Fin
remain
remained
VERB
VBD
case
at
at
ADP
IN
det
Definite=Def|PronType=Art
the
the
DET
DT
obl
Number=Sing
University
University
PROPN
NNP
case
of
of
ADP
IN
nmod
Number=Sing
K*nigsberg
K*nigsberg
PROPN
NNP
case
as
as
ADP
IN
det
Definite=Ind|PronType=Art
a
a
DET
DT
obl
Number=Sing
Privatdozent
Privatdozent
PROPN
NNP
punct
(
(
PUNCT
-LRB-
amod
Degree=Pos
senior
senior
ADJ
JJ
appos
Number=Sing
lecturer
lecturer
NOUN
NN
punct
)
)
PUNCT
-RRB-
case
from
from
ADP
IN
obl
NumForm=Digit|NumType=Card
1886
1886
NUM
CD
case
to
to
ADP
IN
obl
NumForm=Digit|NumType=Card
1895
1895
NUM
CD
punct
.
.
PUNCT
.
In 1895, as a result of intervention on his behalf by Felix Klein, he obtained the position of Professor of Mathematics at the University of G*ttingen.
case
in
In
ADP
IN
obl
NumForm=Digit|NumType=Card
1895
1895
NUM
CD
punct
,
,
PUNCT
,
case
as
as
ADP
IN
det
Definite=Ind|PronType=Art
a
a
DET
DT
obl
Number=Sing
result
result
NOUN
NN
case
of
of
ADP
IN
nmod
Number=Sing
intervention
intervention
NOUN
NN
case
on
on
ADP
IN
nmod:poss
Case=Gen|Gender=Masc|Number=Sing|Person=3|Poss=Yes|PronType=Prs
his
his
PRON
PRP$
nmod
Number=Sing
behalf
behalf
NOUN
NN
case
by
by
ADP
IN
nmod
Number=Sing
Felix
Felix
PROPN
NNP
flat
Number=Sing
Klein
Klein
PROPN
NNP
punct
,
,
PUNCT
,
nsubj
Case=Nom|Gender=Masc|Number=Sing|Person=3|PronType=Prs
he
he
PRON
PRP
root
Mood=Ind|Number=Sing|Person=3|Tense=Past|VerbForm=Fin
obtain
obtained
VERB
VBD
det
Definite=Def|PronType=Art
the
the
DET
DT
obj
Number=Sing
position
position
NOUN
NN
case
of
of
ADP
IN
nmod
Number=Sing
Professor
Professor
PROPN
NNP
case
of
of
ADP
IN
nmod
Number=Sing
Mathematics
Mathematics
PROPN
NNP
case
at
at
ADP
IN
det
Definite=Def|PronType=Art
the
the
DET
DT
obl
Number=Sing
University
University
PROPN
NNP
case
of
of
ADP
IN
nmod
Number=Sing
G*ttingen
G*ttingen
PROPN
NNP
punct
.
.
PUNCT
.